university of utahftp.math.utah.edu/pub/tex/bib/jstatphys2000.pdfa complete bibliography of the...
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A Complete Bibliography of the Journal ofStatistical Physics: 2000–2009
Nelson H. F. BeebeUniversity of Utah
Department of Mathematics, 110 LCB155 S 1400 E RM 233
Salt Lake City, UT 84112-0090USA
Tel: +1 801 581 5254FAX: +1 801 581 4148
E-mail: [email protected], [email protected],[email protected] (Internet)
WWW URL: http://www.math.utah.edu/~beebe/
01 March 2019Version 1.08
Title word cross-reference
(d+ 1) [BTM+04]. 1 [ABY07, Alb08, BTT07, Hei04, Mas05b, MV03, Mun07,SS09c, SZ03, Too04, WS02a]. 1/2[Zah02, ABY07, Alb08, DK02, KMSS01, Sla09b]. 2[Ale01a, AY01, BBL00, BD00, Bir06, BBP02, CN04a, CFN06, Car03, FR00,Fis06a, Fis06b, Fis07, Fis08, FJMR02, FJMR03, Gra09, HL02, HS09b, HK02b,Ito02, Ken04, Kuk04, Luc08a, NH03, Sam05a, Sam05b, Set06]. 2 + 1 [SMT03].3 [AC03, Bak06, BSB00, CJS01, Fre06, Rom04, Rom08, SS09e, Sin05]. 3/2[KCK07]. 4 [Gra09]. 1 [BFP08]. 3 [FSG08]. A [Gal06]. A+A→ A+ S[AFN00]. α [HPWW03]. B4 [CM04b]. β = 1 [FM09b, Sin09]. D [CM04c,FH04, TC03, Ber03b, BPS02, BPS03, CM06, FW03, GM07a, HT02, SY03].d = 1 [BM04c]. D = 2 [RS08]. ∆ = 1
2 [FSZ01]. H [BC04, DMN06, aYL05]. K[ABS01, Kol04, PDV07]. l [Tah09]. Lq [AN05]. L1 [BIV01]. Z2 [DP03]. Zd
[Rit06]. N = 4 [GW09]. µ [JH03]. N [Has00, HNS04, HH02, KL06, KL08,O’C01, Wat04, APS09, AVZ00, BJ08, Lan09, OEB01, PIRB03, RdCM04]. O
1
2
[Wat04]. O(2) [GTZ02]. O(N) [SO02, Ito02, Car06, CSZ00]. p[Fra07b, KM09b, Lou03, Lou08a, MRTZ03, Pan08, Tin03]. p = 1[BPS02, BPS03]. φ4 [Hos06, Hol02a]. p ≤ 7 [Hag07]. ± [Fis06a]. ±J[RNVRP04, TPV09, Fis06b, Fis07, Fis08]. Q[AYP07a, EK00, FM09a, JSS05, SvL02, War01]. q > 0 [PS06]. q ≤ 4 [Sea02].q → 0 [JSS05]. R [BBD08, HKT01, KG00]. R2 [BDGSC02]. R3 [Sin05]. Rd
[BP02]. ρ [CPV08]. ρ = 1/2 [Set06]. S [BC02e, Noz04]. sl2 [DFM01].SLE(κ, ρ) [Kyt06]. SU(1, 1) [BR02]. su(N) [BdGM01]. t′
[LW07, Woj06, LW07, Woj06]. Tc [Leg03]. τ2(tq) [Bax04b, Bax06]. U [LW07].s`(2) [BP01a]. X [Tor04]. x6 + αx2 [Suz01]. Y [Tor04]. Z[AV87, AV03, AYP07a, AYP07b]. Z2 [CK03b, FF04]. Z3 [MS08a]. Zd
[BCS07, FK02, PS06]. Zd × Z+ [CY09].
-Actions [CK03b]. -Alkane [PIRB03]. -Alkane/Methanol [PIRB03].-Approach [BIV01]. -Body [HH02]. -Clique [PDV07]. -D [Ale01a, AY01,AC03, BTT07, FJMR02, FJMR03, MV03, SZ03, Too04, WS02a].-Dependent [AYP07a]. -Dimensional[Ber03b, BBP02, BPS02, BPS03, FW03, GM07a, HT02, Set06, CM04c].-Dimensions [BTM+04]. -Electron [RdCM04]. -Ferrofluid [GTZ02].-Invariant [AYP07a, AYP07b]. -Laplacian [Lou08a, Lou03]. -Local[BBD08]. -Matrices [ABS01]. -Model [SvL02]. -Models [CSZ00]. -Nary[Kol04]. -Order [Zah02]. -particle [Lan09, KL06, KL08, O’C01]. -particles[BJ08]. -Percolation [CPV08]. -Point [APS09]. -solutions [AN05]. -Spin[Fra07b, KM09b, MRTZ03, Pan08]. -Spins [Tin03]. -State [CJS01, JSS05].-Switched [EK00]. -Theorem [BC04]. -Theorems [DMN06]. -Theories[Hol02a]. -Trinomial [War01]. -Vector [AVZ00]. -Wave [Noz04, Tah09].
0-521-41944-1 [Dor02].
1/2 [Cau02b]. 100th [Ano04m, Leb09b]. 101st [Leb09c]. 107 [BPS03]. 108[Cau02b]. 11 [Dor02]. 117 [Bax06]. 1999 [Mas02a, Pod01b, Pod01a].
2 [Kla04]. 2000 [GCU02, Han02, Opp01, Rit01, Rod02, Wei01, Mas00]. 2001[Bra02, Hol02a, Opp02a, Pod02b]. 2002[Dag03b, Kad03b, KK02b, Mas03a, Opp02b, Opp03a, Opp03b, Pod03,Pod04b, Rit03, Shl04, Spo03, Wei02, bA03]. 2003 [Bog04, Dag03a, Leb04b,Nol04, Opp04c, Opp04a, Opp04d, Pod04a, Por04, Rub04, Taq04, Wes04].2004 [Leb04a, Leb05b]. 2005 [Leb05c, Leb06b]. 2006 [Leb06c, Leb07b].2007 [Leb07c]. 2d [Woj03, BHPH01, KM01, OT03].
3/4 [KK02b]. 3D [Fre03]. 3D-Perturbations [Fre03]. 3rd [Wit03].
47 [AV03].
3
70th [Ano03m, Ano03n].
80th [Ano03o, Ano04m]. 82nd [Ano00x]. 83rd [Ano00y]. 84th [Ano01u].85th [Ano02n, Ano01v]. 86 [Ano01d]. 86th [Ano03m]. 87th [Ano02n]. 88th[Ano03n]. 89th [Ano03o].
90th [Ano04m]. 91st [Leb04a]. 92nd [Leb05b]. 93rd [Leb05c]. 94th[Leb06b]. 95th [Leb06c]. 96th [Leb07b]. 97th [Leb07c]. 98th [Leb08a]. 99th[Leb08b].
= [TC03].
A-D-E [BP01a]. A. [bA09]. A.S.S. [Tal07]. A3 [SB01a]. ABC [ACL+09].Abelian [ABS01, Pri00]. ABF [JKO+01]. above [HI05]. Abrupt [BBF09].Absence [BZ08a, MP09, O’C01]. Absolute [DD04]. Absolutely [BSB00].Absorbing [BFGM02, DM02, SD08]. Abstract [Pro07, Pro09a].Accelerated [AER05]. Acceleration [BR01]. Accelerator [FGR03].According [Rei08]. Account [Opp05]. Accuracy [BGGM04, JGB+03].Acoustic [Ewo01, Naj04, Naj07]. Across [DP04]. Actin [HMO07, JAWC08].action [Kom07]. Actions [BFKT09, CK03b]. Activation [LB09]. Active[MK07, Ric00, Wes04]. Actomyosin [KC03]. Adaptation [CRVV09].Adaptive [DSC02, Shl07]. Addendum [Bax06, KP08b, Pro09a]. Additive[CL00, MM05a, Rom08]. Adhesion [KSSM07, Sui00]. Adiabatic[MG02, NS04, NKC00, Pia00]. Adjusted [Rei08]. Adsorbate [KVM+00].Adsorbates [HM00]. Adsorbing [FT07, MT04, vRR01]. Adsorption[HSA00, OEB01, SS00b, Sud09]. Advanced [Che06, Wei05]. Advection[AG05, Cha09, KMG07, PhD07, YBMS06]. Advective [SKT09]. Advice[Rue02]. Aerodynamic [LLMS02]. Affine [MB03]. against [Bla08]. Agents[Wes04]. Agglomeration [Git07]. Aggregation[FJM01b, MKB00, MM00, Sui00]. Aharonov [dOP08]. Airy[BFP08, BP08b, KT09, MC05, PS02c, Sos00, Wid04]. Akira [Pod03]. AKLT[XKHK08]. Albeverio [Pod07c]. Algebra [DFM01]. Algebraic[BG02, Bax08a, ND08]. Algebras [GI08, MR04, MR05, Nam04]. Algorithm[Cau02a, Cau02b, GW00, Ken02, Ken07, SD05]. Algorithmical [Too00].Algorithms [Lia06, MM00, RVMO07]. Aligned [HRS03].Alkane/Methanol [PIRB03]. All-Atom [SO08]. Alleles [HPK+07]. Alloy[FSG08]. Almost [Blo01, CdO02, FLR03, FFN09, JM00, KL06, KL08].Along [JS01b, TAL06]. Alphabet [JMU05, Mor07]. Alphabets [MPD09].Alternate [Cir02]. Alternative [And05, Bao01, Pre07]. Always [IK09a].among [Fuk08]. Amount [EMC09]. Amplified [MNNS07]. Amplifier[ADLM01]. Amplitude [SS00a, Sea02]. Amplitudes [AKR01, MN02].Analog [BMA02]. Analogs [BR05b]. Analogues [Kul03]. Analyses[HK02a]. Analysis [AFFS06, AL01, AS03, BCO07, Cai05, Dom03a, EMZ06,FR00, GMW02, HL02, HT02, JW04, JY05, KZ07, LS04a, LR06, OEB01,
4
Paj07, Rom08, ST02, SS09e, Tid01a, Tid01b, Tid04, Yar08]. Analytic[BJ02, CM04b, FZ03, FJM01a, GS03b, JL00b, RK00, Rut01, Suz03, Urr08].Analytical [BW07a, Lou08b, Rei05]. Analyticity[AS03, BPS02, FPS07, FP04, Mat02, PS06, BPS03]. Analyzing [VB08].Anchoring [NOB00]. Andersen [Li07]. Anderson[Bel04, BHS07, BK01a, BMP07, Che05, CGK09, CMN06, Eps06, KRT00,KM06, Nak06, Suw09, WZ09]. Angle [Ber03b, Cer06]. Angle-Bending[Ber03b]. Angular [Ale01b, AG09, Fou06, FG08b]. Anharmonic[AVZ00, ALS06b, BLLO09, BCDM07, KP07, KP08b, LS04a, MM05a, RS09,Spo06b, Spo06c]. Animals [Jen01, vRR01]. Anisotropic [HS08, MS02].Anisotropy [DJ07, FSZ01, NOS05]. Annealed [CS09c, MNP08].Annihilation [RT08a]. Anniversary [Ano04m]. Annulus [BT04a, Car06].Anomalies [Man03, SBG03]. Anomalous[Dog00a, DM06c, EK05a, MSVE07, Sam05a, YS05, Wei09]. Anosov [SJW07].Ansatz [Bax02, MD01, Nep03, PM06]. Ant [Boo01]. Anthology [Opp04d].Anti [Aus00, BR04, Li06]. Anti-de [Li06]. Anti-Symmetry [BR04].Antiferromagnet [CJS01, MN00]. Antiferromagnetic[BL08c, JS01a, JSS03, JS06, SS01, SS09b]. Anton [Ton08a]. Anywhere[Fra07a]. Aperiodic [BG01a]. apologies [Lan06]. Application[BEK+07, CSP02, CSN02, Gal06, Jaf03, KP06, Lev03, MNBO09, PM05,SBG03, Tak09a, Yoo07, Bal00, KC03, Mez01]. Applications[AKR01, AM04, AL07, BD04a, BC02c, CKKC00, DR06b, Fre08b, GR06,GC08a, Har08, KN04, KPT05, LLMS02, Nol04, Opp05, Opp06b, Opp06c,Pod07a, Roe03, Ruz00, SSLG+00, Tia04, Yan03, vZC06, Wei02, Wei09].Applied [BBDR05, HPCH00, ISS07, Mas09a]. Approach[AH03, AMV08, AK02, AS01, BGX01, BR05a, Bar04, BLR08, BCC09, BIV01,Bou09, BZ00a, CT07, CGG06, CL02, CM04a, CP04, CLM05, DMB01, ES09,FJ05, Git08, GAD06, GS07c, GM03a, HKW07, HMO07, Jus01, KS07, Lee05,Lou08b, Mas09b, MV07, Par08, PdKV09, PPR00, Pod08, Pre03, Pre07,PS03b, RR01, Rot06, RF02, Sha01, TC08a, Tao01, WS02a, Zab08, ZQS+05,vK04, dSI04, Pod07b, Sza06]. Approximate [CS02, FM02a].Approximation [BGGM04, CH06, Fre04, HS09b, JGB+03, KHV00, KRT00,PFK06, Rom04, SW08, Suw09, dARBY04]. Approximations[Cou06, DZ01, GM03b, KMVE03, RT08a, RK00, Tid01a]. Arbitrary[MPD09, PS01, RRS+00]. Arc [CLD05]. Arcsine [Aki08]. Arctic[WMDB02]. Area [Bal00, CZ03, GS00, MC05, MO09a]. Area-Preserving[Bal00, GS00]. Argument [Ric04]. Argumentation [CRVV09]. Arimondo[Shl04]. Arise [CRVV09]. Array [Pro09b]. Arrest [FZS+00, TB04].Arrhythmias [LKMGG07]. Arrowsmith [KK00b]. Art [Buc05, Yng04].Artificial [AVBM06]. ascension [ATH06]. ASEP [NAS02, TW08, TW09].Aspect [Asa00, Fis08]. Aspect-Ratio [Fis08]. Aspects [LKMGG07].Assignment [Hod01]. Assignments [ALM07]. Assimilation [OT03].Associated [FM01c, HKT01, KM00, ND08, Shi06a]. Associating [HGST00].Associative [GL01a, KHV00]. Astigmatism [Bun00]. Asymmetric [AB09,
5
AD02, ALS09, BK08, BB03, BD06c, DLS03, DEL04, DELO05, DP07c, ED04,GM05, Hei04, IS07, JNH+09, KHV00, KK00a, KG00, Lou05, MPS02, MK03,PPH03, RS05, Sam03, SA02, Sch00, Sep01, Set06, Ste04, Uel04, Woj03, ZS02].Asymptotic [AS01, BFGM02, BCT03, CRT00, CS03a, CS03b, CGV02,Dog00b, EMO08, Els00, FM08, FKLM08, HK02a, HY04, JS01b, JY05, LP08,MVW08, MMR08b, Naj04, NP01, PT04, Tid01a, Var08b, VD05, Ast08].Asymptotics [ALR07, BC03, BM02b, CMS04, CF03, CCL04, Fuk08, McD01,Piv03, SPVV00, Var08a, Wid04, BM04a]. Asynchronous [RVMO07].Asynchronously [APL04]. Atmosphere [CD09b]. Atmospheric [CLD05].Atom [BGX01, FGR03, SO08]. Atomic [OP04, PD05, Yip06].Atomic-Level [Yip06]. Atoms[ABY07, Alb08, Ano00e, BDM09, BR04, FMS04, Kie09a]. Attached [BD00].Attenuation [SSE05]. Attracted [DDH08]. Attracting [SLA02].Attractive [AV03, Bak03, Ess03, FZS+00, HM00, LV02, TTK01, Zha00a,vdHKK02, AV87]. Attractor [CLT07, FKM05, Lem00]. Attractors [MS01].Atypical [Riv04]. AuCu [FSG08]. Author[Ano00a, Ano01a, Ano02a, Ano03a, Ano04a]. Auto [MNBO09].Auto-Bispectral [MNBO09]. Autocatalysis [Liu09]. Automata[APL04, CNS08, EK02, EK04, Gac01, HKT01, Kon02a, Kon02b, KM00,MB02, Piv03, TB08, Too08]. Automated [VST09]. Automaton[BKNS01, BF05, SK07]. Autonomous [DMN06, GS01]. Avalanche[PPH03, SSD00]. Average [BZ04, FST06, JR08, Sch00, ZS02]. Averaged[HPWW03, LNM06, Suw09]. Averages [BD04a, FF00, SD06]. Averaging[Car07, Kul01, Lu06, WB04]. Avoiding [CCF+00, CGJ+05, Cau02a, Cau02b,DW05, HT02, Hat07, HvdHS08, Ken02, Ken04, MS08b, SD06, Ghe09].Avraham [Wei01]. Award [Ano00i, Ano05a]. Axiom [Gal06]. Axis [SM09].Axisymmetric [GGZD02]. Azimuthal [GGZD02].
B [Mas09a, Rug08]. B.G.K. [Tid04]. B.V [GCU02]. Background [PN03].Backscattering [GS08a]. Bacteria [JHA07]. Bacteriophage [JHA07].Bacteriophage-Mediated [JHA07]. Bak [Ban05, MZ02a]. Baker [KS00].Balance [Can07, KP05, Kuk06, LL08b, LL09b]. Ballistic[FJM01b, HP08, Pen01, Pen08]. Band [Bao04, HI04, HI05]. Band-Passing[Bao04]. Bands [HvdHMO09]. Barbara [Lan06]. Bardeen [Hod01].Barnsley [bA08]. Barrat [bA09]. Barrier [BJ06]. Barrier-Crossing[BJ06]. Barthelemy [bA09]. Baschnagel [Mas02a]. Based[Bar04, CRVV09, DHB07, KR07, SK06, Wei07]. Bases [WNUK01]. Basic[BC02e]. Basins [TNK04]. Basis [DSC02, Hos00, TJ08]. Bassi [Gri00].Bath [BCL08, BC02b, CN03, Kup04, LPD08]. Baths [BHRW04, HK02a].Baxter [AYJP01a, Kas01, McC01]. Baxterise [BM01b]. BBGKY [CS08c].Be [ALM07, CU03, DM09, JHW09, Kad03b]. Beam [Fan05]. BEC [PVZ05].Becker [DD06, LM02, Sme08]. Becker-Doring [Sme08]. Becker/ [DD06].Before [BTV09]. Behavior[AFN00, BBF09, BFGM02, BKLO00, BS09b, BFT02, BCM02, CT07, CM02a,
6
CEO07, DG08, DM08, Dog00b, EMO08, Fin03, FW06, GHO+00, GH04,HP08, HvdHS08, JS01b, Kaw03, KAS03, KBS02, KO02, KMS08, LPE04,Lu00, LW04b, LP08, MDB00, Mas05b, MM06b, MMR08b, Naj04, NP01,PZ06a, Por06, Rue02, Sak01, Sak04b, Sak05, SJ02b, SK07, SY03, Sme08,SZ03, Ste04, Tel06b, TBF05, VD05, Zha00b]. Behaviour [AS01, Ben05,BC09, CGI02, Els00, EGGI01, HK02b, MVW08, Ric02, SJ01b, Vel08]. ben[Wei01]. ben-Avraham [Wei01]. Bending [Ber03b]. Benjamin [Dag03b].Benoıt [Wes09]. Berezinskii [GTZ02]. Berlin [Mas02a, Shl04, Wes04].Bernoulli [AMP04, TW09]. Bertrand [Mas03a]. Bessel[KIK08, Raj09, Sos00]. Bessis [Hag07, LS04b]. Beta [BM04c]. Bethe[Bax02, EE07, FM01a, FM01b, MD01, MS06a, Nep03, PM06, SSD00, SO00a].Between [Ano01b, Ber03b, CG00b, FZS+00, GPT02, GL04, JS01b, KP01a,LdOP00, LPdO01, LPE04, LR06, MS06b, Nak06, NT04, PIRB03, Rei00,Sak00, Sak06, TV02, ZF09, vEK07, BS07, BL09, RVMO07, Sak07, KG03].Beyond [ABCM08, Ber07, BM02b, GR00, Hao05, Opp06a, GZG05, CS09c].BGK [AAP02, BC09, TK02, Zha08]. BGK-Type [AAP02]. Bi [CAD09].Bi-partite [CAD09]. Bichromatic [OP04]. Bidirectional[GL01a, JNH+09]. Bifurcation [AS06, AN06, EK00, JW04, KMS08].Bifurcations [AS05, CRV00]. Bilayer [ABY07, Alb08, MS03]. Billiard[BT04a, BM08, Che09a, Che07, LG01, vBD02]. Billiards[BM08, Che06, DP07b, GL04, HS98, LR00, LR02b, MVW08, SL02, TRK03].Bilocal [CCF+00]. Binary[Bal09, BELM00, BD02, CMSR05, GTA09, GM07a, HD03, Hem00, MR04,MR05, PWC02, PP01, PPR00, SAPD05, ZKD05, BELM06]. Binder [Rap01].Binding [LL02, WLTH07]. Binomial [BR00b]. Biochemical[KC03, MNNS07]. Biological [Bog04, FFN09, GC08a, Saa07]. Biologists[BA06]. Biology [Wes09, Dag03a, Pod02a]. Biomolecules [Pod07a, SSS07].Bipartite [Cag02, PM05]. Birkhauser [Nol04]. Birkhoff [BD04a]. Birkoff[Gal06]. Birth [Ano04m, BBF09, KMS08]. Birthday[Ano02n, Ano03m, Ano03n, Ano03o, Ano04m]. Bispectral [MNBO09].Bistable [DB00, DB01, GOSG00, MDW09]. Bivariate [DOS01]. Black[Li06, Mag09a]. Bloch [CMS04]. Block [Kul01, XKHK08].Block-Averaging [Kul01]. Blocking [GS08b]. Blood [OC05]. Blow[Esc07]. Blow-Up [Esc07]. Blue [FMB03]. Blume[BC00, BL08b, GG06, HK02b, MO01, SK07]. BMV [KS08]. Bodies [GT04a].Body [BDM09, Gal01, HPF+02, HH02, KW00b]. Bogoliubov [BZ00b].Bohm [dOP08]. Bohmian [DGZ09, GS07b]. Boltzmann[Sha10, Spo06b, Tak10, ADG00, ASB02, Adi04, Ale01b, AG09, Ano00e,Ano00i, Ano05a, AK02, AN00, AN05, AN06, AL07, BGS06, Bar04, BPS06a,BCEP04, BCEP06, BTV09, BCT05, BD06b, BCL08, BHPH01, BC02a,BC02c, BC02d, BCT03, BC03, BGP04, BG06, Cai05, CGR07, CCL09, Cas01,Cas02, Cer05b, Cer06, CD09b, Che05, CS08b, CSP02, CSN02, CM02b, DA03,Erd02, ESY04, EB02, ETB06, FH04, FM01c, Fou06, FG08b, GW00, GM03a,GM03b, HD02, HRK+05, Jia08, JY05, Keh05, KR07, KTH+05, LV01, LT04,
7
Lu00, Lu01, Lu04, Lu05, Lu06, Mas02b, MS02, MMR06, MM06b, NDC02,NSCW04, OC05, PVV02, PhD07, PBFC05, RSMJ+02, RRS+00, Rhe05,SK06, SNC05, Spo06a, Spo06c, SAPD05, SSK02, SFCO02, Tak09a, Tak09b,Tid01b, TKR02, WP02, YHD02, aYL05, Yu06]. Boltzmann [ZQS+05, ZZ06].Bolyai [Mez01]. Bond[BR06, BPS02, BPS03, FRZB09, PS04b, RS08, Sep01, WP03]. Bonds[HGST00]. Book [Aba00, Ano00c, Ano00d, Ano00b, Ano00e, Ano00f, Ano00g,Ano00h, Ano01b, Ano01c, Bog04, Bra02, Buc05, Cer05a, Dag03b, Dag03a,Dom04, Dor02, GCU02, GC05, Han02, Hol02a, Kad03b, Kan01, Mas00,Mas02a, Mas03a, Mas05a, Mas06, Nol04, Opp01, Opp02a, Opp02b, Opp03a,Opp03b, Opp04c, Opp04a, Opp04d, Opp04b, Opp05, Opp06b, Opp07, Pod01b,Pod01a, Pod02a, Pod02b, Pod03, Pod04b, Pod04a, Pod05, Pod06b, Por04,Rap01, Rit01, Rit03, Rod02, Roe03, Rub04, Rub06a, Sah02, Shl04, Shl05,Spo03, Sza06, Taq04, Wei01, Wei02, Wei05, Wes04, WW05, Wit03, bA03].Boolean [Cop08, Mec01, ZKBG03a, ZKBG03b]. Boon [Dor02]. Bootstrap[BS09b, Cam05, FS08]. Bordered [VKVT02]. Borders [TNK04]. Borel[PF07]. Born [Cas02, JGB+03, Kie04a]. Bose[BP08a, BZ00b, BNZ02, BD03b, BZ08b, Cso00, DPZ06, GS09, Gra00, JPZ09,LV02, LVZ03, Lee09, Leg03, LS09a, LY01, Lu00, Lu04, Lu05, MV01, OP04,cR04, SKM04, Sut04, Yan03, YY09, Zha00a, Rub04]. Bose-Condensates[Cso00]. Bose-Gas [BZ08b]. Boson [DMP05, PD06]. Bosonic[BFKT09, Got05, Kie09a]. Bosons [BCZ04, Sut03]. Boston [Nol04]. Bottle[CP02]. Bottom [Naj08]. Bouchaud [Mas02a]. Bound[Che07, CE02b, CS09c, LMP05, LL02, Rut08, SO00a, SO00b, YY09].Bound-Spinons [Rut08]. Boundaries[ALS09, AVBM06, Bah07, BD06c, BCKM00, DDR04, DM02, HD09, JS01c,LMS05, LR00, Lou08b, MT04, MO09b, Tel01, Tid04]. Boundary[Ale01a, AY01, BP01a, BL09, BKM02, CG00b, CAD09, Che09b, CSP02,DELO05, DMB01, DLS09, GW09, HL02, HPWW03, JS08a, JY05, KM01,KM08b, LLSA00, LV02, MMR08a, PS01, SS08, Sab08, SS09a, Sam01a, SJ01a,SS09e, Son09, Sot07, Tid04, WP02, vENS05, vWR05, WDMB05, NOV04].Boundary-Value [KM08b]. Bounded[AL03, AGL01, BBP02, CMS05, FG08a, JL01]. Bounds[APS09, BR06, BGLT08, CM00, CLT07, FPS07, FL03b, GS07a, Sak07, TV00].Boussinesq [LW04a]. Bovier [Ton08a]. Bowen [Jia03]. Brain [Mau08].Branch [CCAD08, Has02]. Branch-Point [CCAD08]. Branched[BI03, KTZ06, SD05]. Branches [MZ02b]. Branching[BZ09, KZ03b, Mol02, Mol04, Shi09, SD08]. Brankov [Han02]. Bray[GT04b]. Brazil [ATH06, Sai00]. Brazovskii [Shi06b]. Breakage [LW01a].Breakdown [ADLM01, BEPK+02]. Breaking[AGL01, AR02, BW07a, Fuk00, FW07, GSW07, GR00, JW04, JL01, Luc08a,MPRT+00, Nam04, NS02, SWK04]. Breakup [MVE04]. Breathers [AS01].Breathing [CLM08]. Brewer [Opp03b]. Brezin [Leb08b]. Bricklayer[Bal04]. Bridges [KIK08]. Brief [Opp05]. Bristol [Roe03]. Broad
8
[KP01a, LdOP00, LPdO01]. Broeck [Kan01]. Broken[BCMP04, De 06, WM07]. Bromberg [Dag03a]. Brownian[CD08, DR05, DEL04, FK00, FVE03, Fel02, FL03a, GJQ06, HR06, HB08,HKW07, KT07, KM09a, Lin08, LM01, MC05, MK04, Ruz00, Shi09, Sin08,Skr03, Sla09a, SW08, Val09b, dG05a, dG05b, Wei02, Wes04]. Brush[Opp04d]. Bryuno [Gen06]. Bucy [MN05]. Building [RF02]. Built[DMP+04]. Bulk [DLR04a, DLR04b, HGST00, PS08a]. Bundles [MK07].Burgers [ALS06a, AR02, BK03a, CD04, CD09a, CW04, Esc07, Gir03,LRM06, Sim08, Val09b, Val09a, Win02, Yep02]. Burnett[Bob06, Bob08, JS01d].
C [Kan01, Mas09b, Opp02b, Opp04c]. C. [Pod07b]. Cactus [Pre03, Pre07].Cahn [MPSW00]. Cai [Mas08]. Calculate [FM09b, vZvB02]. Calculation[BD04b, CM04b, FW07, JS04, Sam00]. Calculations[CKKC00, DSC02, FBG02, FRZB09]. Calculus [DW05]. Call [Ano00i].CAM [SO08]. Cambridge [Aba00, Bra02, Dag03b, Dom04, Dor02, Kan01,Mas00, Mas02a, Mas03a, Opp03a, Pod01b, Pod01a, Pod03, Pod07a, Rap01,Rit01, Rit03, Wei01, Dom04, Pod01a]. ‘Cameo [BK04]. Can[Bak03, BCK00b, DM09, EA07, JHW09, Noz04, DHB07, Fra07a]. Cancer[Kom07]. Cannot [Kad03b]. Canonical[CT04a, CAC02, CETT05, EMZ06, KP01b, Sak00]. Cantor [LdO03].Capacitors [EK05c]. Capacity [DD09, GR00, SM06]. Capel[BC00, GG06, HK02b, MO01]. Capillary [BLM03, RSMJ+02, dSWP05].Carbon [BVBF01]. Cardiac [LKMGG07]. Carlo [Ano00c, Rap01, AER05,BLM03, BW07b, BR01, CG00a, FPS00, GC08a, GM00, HRA+04, HGST00,Ken04, Lia06, RT08a, RNVRP04, SD05, SW08, Vil06a, WS02b]. Cascade[Mol02, Mol04]. Cascades [Arg07, Bak06, CO08a, ZKBG03a].Cascades.Part [ZKBG03b]. Case[BD06a, BP02, CT04a, Cir02, FT06, Lee09, Pol00, RGRTS06]. Cases[Hag07]. Casimir [BM05b, HB00, SHD03, SK06]. Cassie [DT00].Castiglione [Opp09]. Catalytic [OBB03, SSK02, ZK00]. Cauchy[AG09, MMR06, NNR09]. Causality [Luc08b]. Cavity[BBLS05, BP09, De 04, GK09a, MP03]. Cayley[GTA09, GS08b, Pat07a, Roz06, Roz08]. CCM [FRZB09]. Celebrating[Ano02n, Ano03m, Ano03n, Ano03o, Ano04m]. Celebration [Sim09]. Cell[DHB07, EE07, Hol07, MV03, YCCN07, LB09, KSSM07]. Cells [HC08].Cellular [APL04, BKNS01, BF05, CNS08, DHB07, EK02, EK04, Gac01,HKT01, Kon02a, Kon02b, KM00, MNNS07, Piv03, SK07, TB08, Too08].Censored [DLP09]. Center [Leb07b, Leb07c]. Centers [Nak06]. Central[CC09, Shi09, WW01, HMH05]. Centrally [dBR08]. Cercignani [GC08a].Certain [CB04, Fuk00, HJ05, HO09, Sos02, Win02]. Chaichian [Roe03].Chain[AP03, BDM09, BD00, Ber08, FK04, FK05, FSZ01, HWB01, Jac09, JK04,KMSS01, Mez01, Nep03, OBB03, PAY09, PFK06, Rut08, VB08, Yar08, BA01].
9
Chain-Connections [FK05]. Chains[ALS06b, BS08, BBF09, DVE07, DR06b, EEDJ00, FM05b, GJQ06, LDNG08,LS04a, PD05, Rac00, SC09, WM07, FM05a]. Chandra [FEDZ07]. Changes[CPC03, LNM06]. Channel [PS03a]. Channels [DD09, EE07, SM06].Chaos [CP04, CG00c, DC00, DC01, Gal09, GG00, KS00, Pod01a, RT08a,Ric00, ZK00, Opp09]. Chaotic [AR00, AG05, BGGZ06, BCMP04, GFH08,GPM+05, JBKN01, JGB+03, LR00, Mac02, Mas07, WS02a, vER07, bA03].Chapman [Bob06, HD09]. Character [FG00, War01]. Characterization[BZ09, CP04, dFCS06, DB01, LZ04, SS00b]. Characterizations [GK06].Charge [BVBF01, DJ07, FM08, JS01b, Jan03, JT04, JS08b, LFB04, LWL00,Sam03, Sam06, Sam09, Tel06b]. Charge-Asymmetric [Sam03].Charge-Stripe [DJ07]. Charged [AR02, HRS03, MNP08, SLA02]. Charges[BCD+04, Sam05a, Tel06b]. Chazottes [Rug08]. Chemical[Ano01c, BD05, CW06, DDB+00, GP04, Kap06, Mal05, Buc07]. Chemically[SSS07]. Chemisorption [EC07]. Chemistry [Dag03a]. Chemists[BA06, Dag03b]. Chemomechanical [LL08b, LL09b]. Chiral[AYJP01a, Bax00, Bax03, Bax05, Bax08b, Bax09, FM08, ND08]. Choice[CS02]. Chordal [Ken07]. Chromatic [JS01a, JSS03, JS08a, SS01].Circadian [GG00]. Circuits [BMN07]. Circular [BM01a, SSH06a].Clarendon [Wei02]. Class [BS07, CEMM09, CC00b, DP03, Fou06, GTW01,Kon02a, KMS08, LTWW02, MP09, MS08b, Sak09, TB08, TV02]. Classic[Opp04d]. Classical [AFNvM00, AG09, AC01a, AC01b, Ban05, CR01, Cai04,CDG06, CNV01, DD09, FL03a, Fin03, GL04, Grm08, JS08b, Kie09b, Kie09c,KBS02, LPD08, LMV07, NKC00, PS02a, RC01, RS09, Sam07, SJW07,SO00a, SO00b, SO02, Skr00, Ste04, SST+00, Swe02, Zha08]. Classically[BCMP04]. Classification [BC01, BZ04, BB05, FS07a]. Classify [Cop08].Clausius [BM01a]. Clerk [Dom04]. Climate [ER00]. Clique[ISS07, PDV07]. Clogging [BH08b]. Close [BCO07, PS00, Rad08a].Closure [KMVE03]. Clotting [OC05]. Cluster[ABCM03, AV08, Asa00, BC00, BZ00a, Cam01, CK03a, CL06, Dom03a,FBG02, FRZB09, GG02, GG06, HS00, Hei04, PFK06, PS06, vdHJ04].Clustering [APS09, CM04a, FM07, Gir01, PA00, PA02a, Sal09, SB06].Clusters[Arg02, BS09a, CZ03, CY09, vDHR06, Pod07a, PM04, Win02, vdHK08]. Co[Opp04c, Opp04d]. Coagulating [HR06]. Coagulation[Can07, FG03, GE09, Kol04, LW01a, Nor09]. Coalescence [HNS08].Coalescing [McD01]. Coarse [BR01, JAWC08, KT06, Opp09].Coarse-Grained [JAWC08]. Coarse-Graining [KT06]. Coarse-to-Fine[BR01]. Coarsening [NP01]. Codes [PZ06a]. Coding [Sch01]. Coefficient[GJ08c, Lin08, Lou05, Lyb05, Sch00, Tas06]. Coefficients[CdlL05, CS02, CM04c, CM06, Coh09, Coh10, Con04, ECSB00, GA05,GM07a, HJ05, LDNG08, Len00, PS02b, War01]. Coexistence[AB09, BCK00a, DMPV09, EA07, Liu09, PH01]. Coexisting [Rei00]. Cohen[Ano03o, LRB00]. Coherence [Ric00, Aus00]. Coherent
10
[AFHV03, DM02, MPD09, RdCM04, RSV09]. Coins [BM04b]. Colby[Pod04a]. coli} [KMP+07]. Collapse [DH04, Ess03, MNP08, MPT06].Collapsed [OSv04]. Collapsing [vRR01]. Collatz [RF02]. Collection[Pod07c]. Collective [ES03, Gra00, SBSAD07]. Collide [KIK08]. Colliding[Bou07, ZKBG03a, ZKBG03b]. Colligative [ABC05a, ABC05b]. Collision[Pey09, PhD07]. Collisional [LW01a, Spo06a]. Collisions[Che09a, DR01, Pia01]. Colloidal [SHD03]. Colloids[Git09, Pod05, SAPD05]. Colors [Jan01b, Nie01]. Combinatorial[BCO04, DMB01, HKT01]. Comblike [Zah02]. Combustion [YHD02].Cometary [FPS04, FS07a, HS09a]. Coming [Sin02]. Commensurate[Yar08]. Comment [BL04, KP01a, LPdO01]. Commentary [Opp04d].Comments [ER02, Sha10, Tak10]. Common [AMV08]. Communication[Bog09]. Communications [Paj07]. Community [EA07]. Commuting[Dub06]. Compact [Kas01, Par08, Xin09]. Compactness [Lu06].Comparative [KMVE03]. Comparison[AC03, CG00b, CT04a, GL04, KP01a, LdOP00, LPdO01, ZGA02].Comparisons [GP04]. Compartments [KL03]. Compass [CO08b].Compensation [ABY07, Alb08]. Competing[GTA09, MO01, MR04, MR05]. Competition [FZS+00, JHA07]. Complete[Ada01, CY09, EHT00, FM05b, GK06, KM09b]. Completely [FV02].Completeness [Bax02]. Completing [FM01b]. Complex [dFCS06, GR09,KMVE03, Mac09, Por04, SMS09, Shl05, Shl07, Son09, VB07, bA09].Complexities [Riv04]. Complexity[Dud07, FW07, Kad03b, Mas00, MM00, SSB04]. Component[AR02, BZ08a, CG00a, FJT03, FT08, FT07, FJM01a, Jan00b, KMST00,LWL00, MT04, ST00, Sam01b, SJ02b, Sam04, SWK04, TM02]. Components[Jan06b, PhD07]. Composite [BM01a, GMW02]. Composites [BM05a].Compressibility [Rei05, RK05]. Compressible[CG03, GH04, KK02b, KK02c, Mas02b]. Computable [BZ03].Computation [APL04, BMN09, HL02]. Computational[Jan06a, SC01, Shl07, Suz03, WE07]. Computations [AC03, Arg07, Ken09].Computer [BCFP05, HPCH00]. Computing [GK09a, Ken08, Rad08b].Concave [IK09a]. Concavity [DT00, Han06, PG03]. Concentration[Lu05, PdKV09]. Concentrations [ABC05a, ABC05b]. Conceptual[GMW02]. Concise [Dag03b]. Condensates [Cso00, Gra00, MV01, Zha00a].Condensation [AR02, BLM03, BGH01, BNZ02, DPZ06, EMZ06, FLS07,GSS03, GS08c, GS08d, JPZ09, LVZ03, Leg03, NH03, SM09, SH07, Sut03,Sut04, TAL06, Yan03, Rub04]. Condensations [BZ00b]. Condense[BCZ04]. Condensed [Han02, Opp06b, Rit03, TAL06]. Condition[DN04, DG09b, FW07, IS07, TW09, vENS05]. Conditional [GY05].Conditioned [KIK08]. Conditions[Ace00, AL03, Ale01a, AY01, BKLO00, BKOS07, BP01a, BLP09, BL09,BKM02, CG00b, Che09b, CSP02, Der08, DELO05, GW09, JY05, KM01,LV02, LL08b, LL09b, NOV04, PS01, PS04b, SDC04, Tid04, WP02, WDMB05].
11
Conductance [AR00, Kom00a, Kom08]. Conductances [Mat08].Conduction [BO05, BLLO09, LL00, MNV03]. Conductivity[BM05a, Ber08, FK02, MN04]. Conductor [BCD+04, LB04, LB04].Conductor/ [LB04]. Conference[Leb07b, Leb07c, Leb08b, Leb08a, Leb09b, Leb09c]. Conference/ [Leb09b].Configuration [BFPS07, CPC03]. Configurational [KTZ06].Configurations [BS09a, MNOS04]. Confined[AB09, BMD00, DDB+00, DTY02, KP06, LK09, MT04, MPT06]. Confining[BC09]. Conformal[BLZ01, BP01a, CP02, Dup03, Ken04, Kyt06, LLSA00, Raj09]. Congress[Leb04b]. Conifer [VKVT02]. Conjecture[Bax08b, BB09, Cag02, FLW08, Hag07, JK04, KS08, LS04b]. Conjectures[FKLM08]. Conjugacies [BJR02]. Conjugate [Ban05]. Connected [HL08].Connectedness [GS04]. Connection [Att00, Ler00]. Connections[BS07, FM05b, FK05, FBC+05, vEK07]. Connectivity[BDGSC02, BCS07, Sak04b, Sak05]. Conservation[KMG07, LR02a, MR01, Mur01, NOV04, Tid04, TV03, WX06].Conservative [FS06, FNO06, MT08, NOS05, TG00]. Conserved[KK08, NP01, RM00, RS04a]. Conserving [PBFC05]. Considerations[BCEP04, BCEP06, Rei05, TT05]. Consistency [KP01b]. Consistent[AAP02, BG00b, BLL04, BLLO09, GW00, Gri00, HD03, Jac09, KRT00, Rhe05].Consisting [ABY07, Alb08]. Constant [Bur08, Pan02, PH01].Constitutive [HS08]. Constrained [AD02, CDA09, Har08, TB04, TBF05].Constraint [MZ08, Sem08]. Constraints [YS05]. Construction[BV08, BIV01, FPSW01, JKO+01, Kie09c, Rit06, TM08]. Constructive[DZ01, FG00, Roz06]. Contact[Ban05, CY09, DA03, FVE03, Sak01, Sak02, Sut02]. Contact-Interacting[FVE03]. Contained [BDG+09]. Containing [VB07]. Context [CD09b].Continuity [Ace00, AOT06, BJ02, DD04]. Continuous[BZ08a, BSB00, BDM09, BK02, CT04a, CP01, Cor04, FLM00, GR00, KPT05,LdO03, OT03, Ruz00, Too00, Too07]. Continuously [LD01]. Continuum[BBD04, BDGSC02, CN04a, DMPV08, DMPV09, EY01, FBC+05, HPCH00,KZ07, Lem00, Pen01]. Contour [Roz08]. Contracting [FST06, JR08].Contractive [BCT05]. Contributions [Ano00l, Ano00o, Ano00r, Ano00u,Ano01g, Ano01j, Ano01m, Ano01p, Ano02d, Ano02g, Ano02j, Ano02m,Ano03c, Ano03f, Ano03i, Ano03l, Ano04d, Ano04g, Ano04i, Ano04l, Ano05d,Ano05g, Riv02, Ano00j, Ano00k, Ano00m, Ano00n, Ano00p, Ano00q, Ano00s,Ano00t, Ano01e, Ano01f, Ano01h, Ano01i, Ano01k, Ano01l, Ano01n, Ano01o,Ano02b, Ano02c, Ano02e, Ano02f, Ano02h, Ano02i, Ano02k, Ano02l, Ano03b,Ano03d, Ano03e, Ano03g, Ano03h, Ano03j, Ano03k, Ano04b, Ano04c,Ano04e, Ano04f, Ano04h, Ano04j, Ano04k, Ano05b, Ano05c, Ano05e, Ano05f].Control [Mas09a, Pan08, Ric00, SLB00, WS02a]. Controversial [GPL02].Convection [FN00, Fre06, Lou07]. Convection-reaction-diffusion [Lou07].Convergence [ADG00, Bah07, BBF09, BF05, BT04b, Blo01, BZ00a, Can07,
12
CL03, CCL09, CY09, DN03, DKRS02, Fan04, FPS04, FFN09, GM03b, Li07,Lu05, NNR09, Pey09, Pre05, SW00]. Convergent [Riv02]. Conversion[LLV09]. Convex [JM00, WX06]. Convexity [Blo04]. Cooling[BCT06, MMR06, MM06b]. Cooperative [HSA00, TBF05]. Coordinated[CN01]. Coordinates [ES03]. Copolymer [dHP09]. Copolymers[BG04b, BGLT08, CGG06, CR03]. Copulas [Mas09b]. Core[CR01, Cai04, FHL03, RC01, RS04b, Sam06]. Cores [BP08a]. Corners[TRK03]. Correction [Adi04, AV03, CGJ+05, RT08b].Correction-to-Scaling [CGJ+05]. Corrections[CJS01, CSM03, HNO05a, HNO05b, SPVV00, TT05]. Correlated[DD09, LS09a, MDW09, Mes02a, RS08, Tia04, Woj03]. Correlation[BM04a, BHS07, BI03, CS08c, FEDZ07, FM09b, JH03, KW00a, KW02,MM05b, Nag07, PAY09, PG99, PG00, Sam07, Sin09, TTK01, Var08a, ZF09].Correlations [APS09, BM08, BDLvW08, BCS09, Bud08, BMD00, Che07,CE04, DTP02, DM09, JS01b, KMST00, LFB04, LY07, Lo08, LZ09, Mas00,NOS06, PS01, SJ02a, SJ02b, Sch08]. Corresponding [MR04, MR05].Corrigendum [KP08b]. Cortex [LK06a]. Coset [FPSW01]. Cosmic[Rub06a]. Couette [AN05, AN06, Gho05, SMRK+02, TTM+01]. Coulomb[AC01a, AC01b, AC04, BMA02, CG00b, CR01, Cai04, Jan00a, JS01b, JS01c,Jan03, JT04, JS04, JS08b, KS02, LS00b, MT04, MM05b, RC01, Sam00,SJ02a, Sam03, Sam05b, Sam07, Tel01, Tel07, TT05]. Coulombic [EN03].Countable [BI06, JMU05, Mor07]. Countable-Alphabet [Mor07].Counter [Mon04]. Counter-Example [Mon04]. Counting [CGK09].Coupled [AE08, BL08a, BBC+01, Erd02, FBG02, FRZB09, FL03a, FW06,JW00, Jus01, LPD08, LLV09, MSVE07, MV01, Rug08, Sam09, SJ01b].Coupling [AC01b, FV02, GvH07, HD03, Hos06, KK02a, LL08b, LL09b,Mal07, Rhe05, Rot06, Tid01b]. Couplings [BG01a, KP08a, SZ03].Covariance [Sos02]. Coverings [CC08]. Crash [Por04]. Crawling [MV03].Created [MM08]. Creation [GS03a]. Critical[ABY07, Alb08, BBK08, BR06, BZ09, Bjo09, BL08c, CN04a, Cam05, CFN06,CJM09, Cam06, Car09, CEO07, DRC04, EMO08, Els00, dSFM02, GD06,Git08, GS01, Han02, Hao05, vDHR06, KS00, KAS03, KBS02, KKS05,LMP05, LPE04, LW04b, Mai03, Man03, MNOS04, MN02, Mis06, MS08a,MM05b, MN00, PDV07, Pod08, Por04, PIRB03, Pri00, Sak01, SS00a,SSLG+00, SHD03, SK07, SY03, SS09d, SDC04, Ste04, Ton07, ZKBG03b,Zha00b, dlLV07, vdHKK02, BL09, HS00, Hol02a]. Critical-Exponent[SS09d]. Criticality [BCO07, BCK00b, CBKM04, KR06, Liu09]. Criticism[Swe04]. Cross [AG09, PIRB03, VTM00, ZF09]. Cross-correlation [ZF09].Cross-Over [PIRB03]. Crossing [BJ06, KZ03a, Mai03, PH01, SM08].Crossover [Car03, KAS03, KMSS01, LPE04, PWC02]. Crow[MPD09, PD06]. Crystal[AVZ00, BLL04, EY01, FS03, Luc09b, MS02, NH03]. Crystallization[FY06]. Crystals [BLLO09, DTY02, DKM04, FNP07, Sak04a]. Cube[CLS02]. Cubes [HHB09]. Cubic
13
[AGT07, Dys04, LDNG08, Luc09b, Rid03, SK07, Sum05, Zha00b].Cubic-Plus-Quartic [LDNG08]. Cumulant [SH05]. Cumulants [BMN09].Cuprates [RR01]. Curie [CCIL08]. Curious [BL04]. Current[BMN09, BS07, BK08, BDG+06, BD06c, DDR04, DG09b, DG09a, DP07c,MRV02, MH07, Nam04, RS05, Sam09]. Currents[AG07, CCMT09, DDM08, HJ09, VTM00]. Curvature [KK08, Mec01].Curved [MAOB01, Xin09]. Curves [FF07, Ken08]. Curvilinear [SO08].Cusps [BM08]. Cut [Cau02a, Cau02b]. Cut-and-Permute[Cau02a, Cau02b]. Cutoff [Ale01b, Cer06, Fou00, FM01c, Fou06, SW08].Cycle [All08, MDB00]. Cycles[BP08a, DMP05, GRU07, GG00, LJ03, RF02, Tur03]. Cyclic [SF07a].Cylinder [SWK04]. Cylindrical [SWF07]. Cytoplasm [Hol07]. Cytotoxic[CGS07].
D [Ano03o, BP01a, Han02, Rap01, Rit03, Sin05, Car03, Ale01a, AY01, AC03,Bak06, BTT07, BSB00, BBL00, BD00, Bir06, CN04a, CFN06, FR00, Fis06a,Fis06b, Fis07, Fis08, FJMR02, FJMR03, Fre06, HL02, HS09b, Hei04, HK02b,Ito02, Ken04, Kuk04, Luc08a, Mas05b, MV03, Mun07, NH03, Rom04, Rom08,Sam05a, Sam05b, SS09c, SS09e, SZ03, Too04, WS02a]. D-Fluid [Fre06].Damping [MG02]. Danchev [Han02]. Daniel [Opp04c, Wei01]. Dark[GG00]. Data [AL01, Dom03a, GOBY06, Jia07, OT03, Sim08]. Dauxois[Shl04]. David [Mau08, Sin02]. Dawn [Pru01]. Days [Ano00z]. Dead[SS00b]. Death [BBF09]. Debye [BMA02, HRS03, TT05]. Debye-Huckel[TT05]. Decay[AV08, BM08, BG02, BCO04, BCT06, BCS07, BCS09, CE04, DMPV08, EX00,GJY04, HMPPMV00, LL09a, Lo08, ND03, PS01, SO00a, Var08a, VMT02].December [Leb05b, Leb06b, Leb07b]. Decoherence [AE08, Amb06, Pri03].Decoherent [BG00c]. Decomposition [BGM04, MPSW00].Decompositions [Jan06b]. Decorrelation [Kra03]. Decrease [BM05a].Defects [CLK09, MM08, Rit03]. Defined [FKO03, HJ05]. Definite [HJ05].Definition [CCG04, Swe04]. Deformed [HI04]. Degeneracies [GM05].Degenerate [BT04b, CK00, Rom04]. Degree [GGL09]. Degrees[DRL02, FJMR03, HDMF04, JGB+03, MM02]. Delaunay [BBD08, Der08].Delay [MDW09, ZKBG03a, ZKBG03b]. Demagnetization [HMG08].Dembski [Kad03b]. Demichev [Roe03]. Demixing [Hem00, PWC02].Demonstrated [HDMF04]. Denaturation [Dom05, RG04]. Dendrites[AC03]. Dense [Coh09, Coh10, EN03, Elo08, GW00]. Densities[ALS03, BW07b, BS03, HMH05, RS04a, Sos03]. Density[AC01a, AC01b, AC04, Att00, BG01b, BCEP06, BMD00, CAC02, CC09,CLM07, CR03, Coh09, Coh10, CE02a, DJZ00, DLS02, DG09a, DOS01, DS07,FFN09, GM07a, GPT02, GS09, HDMF04, KS02, KD00, KPvB06, LW01b,Mac09, McD01, MNBO09, Naj04, PZ06a, RS04b, SJ02a, Sam07, SY08, Set06,Tel06b, TTM+01, Wee03, XKHK08]. Density-Dependent [KD00].Density-Profile [FFN09]. Dependence
14
[ES04, HD03, Kur03, vER07, Nol04]. Dependent[AYJP01b, AYP07a, AYP07b, BGGM04, BR05a, FN00, HDMF04, KD00,LK06b, LR00, LR02b, MS09, PVV02, vWL00]. Depending [Zab06].Depinning [Pro09b, Ton07, VD01]. Deposition[BS07, Pen01, Pen08, SWK09, TV02]. Depth [BCF+09]. Derivation[ASB02, AGT07, BELM00, BCEP04, BCEP06, BET00, CR03, DR01, Jar00,ND08, Saa07, Tid01b]. Derivatives [FM02b, FKM05]. Derived[BDL06, HMH05]. Describing [FFN09]. Description[AS08, BDG+09, CRT00, DN04, EK05b, FVE03, KZ03b, Roz06].Descriptions [Lem00]. Design [Kad03b, Mat04]. Destruction [GS01].Detachments [MK03]. Detailed [Can07, Jar00, LDNG08]. Determinant[TW08]. Determinantal [GY05, KT07, Sos00, BS03]. Determinants[BJR02, BLZ01, JK04]. Determination [KK00a, PP01]. Determined[DM09, Fei03]. Determining [KW00a, OT03]. Determinism [LS00a, LS02].Deterministic[Bla03, Bla05, dBR08, BD05, Cas01, CEMM09, EMMZ06, EGGI01, FGC09,FFN09, Fre03, GPL02, LSSW03, Mur01, RKN00, SD06, Wag00, bA03, Bla08].Developed [BB09, FJMR02, MDL+03]. Development[FK09a, ICO02, Yu06]. Developments[AM04, Dro00, FM03, FM05a, ONGP01]. Deviation [BBDR05, CLM05,DLS02, DLS03, EHT00, ED04, EMH04, LS00a, LS02, Tin03]. Deviations[AP06, BH08a, BGL05, BD06c, BL08a, BET00, BZ08b, CL00, EK02, EK04,GLM02, LRB05, NR04, Shi06a, Tal07, vWR05]. Diagram[ACL+09, BGOY04, BGLT08, CCIL08, WD01, Woj06]. Diagrams[CM04c, LW07]. Diamagnetism [BD06a]. Diatomic [CK04]. Diblock[CR03]. Dicke [PVZ05]. Dickman [Aba00]. Didier [Por04]. Dielectric[AC01a, AC01b, BEPK+02, HS08, JS01c, JS04, Sam00, Sam01a, Tel01].Dielectrics [HB00]. Diffeomorphisms [GS00, LSSW03, Wol06].Differences [ZW04]. Different [Kra03, Lem00, MZ02b, NSCW04].Differentiability [PSW04]. Differential[Ach08, Cha09, CSN02, DRL02, Gar06, GvH07, HD09, HNS08, JL00a, VEW08].Diffraction [BH00, BZ08a]. Diffusing [SWF07]. Diffusion[AFN00, ADLM01, BTT07, BR05a, Bar06a, BD06b, BL06, BFP08, BCL+07,CT07, CH06, CDG06, CG00c, Cor05, DMS02, DDB+00, DMR05, DC00,DC01, DM02, Dog00a, DM06c, DG01, EG05, FK00, GJ08a, GJ08c,HMPPMV00, KP06, KS09, KNP07, KD00, Kra03, Kra09, KMP+07, Lin08,LPE04, LK09, Lou03, Lou08a, Lou05, MKB00, MM00, PhD07, PSG06,QQT02, SM08, Sch00, TB04, VB07, dHW04, Lou07, Wei01].Diffusion-Limited [AFN00, LK09, MM00]. Diffusions[BMW09, CG09, DR05, HP04, Mas09a, PS07a]. Diffusive[Bal00, BDG+09, BCT05, Bla08, BDLvW08, CIS01, DLS03, DG09a, HP08,HS09a, HJ09, MK07, PS03a, RS04a]. Diffusively [JW00]. Diffusivity[BK08]. Dill [Dag03a]. Dilogarithm [Kas01]. Dilute[BBP02, DG08, Lee09, LY01, Pol00, cR04, SB01a, ZJ00, vBD02, vZvB02].
15
Dilute-Gas [Pol00]. Diluted [CSZ00, De 04, FL03b, GT04b, MRTZ03].DIMACS [Leb09b]. Dimension[AGT07, BD09, CM02a, Che05, CLT07, DMS02, DTP02, DKK02, DJW07,ECSB00, Gal06, GKR02, GT02, Hir05, HV01, JR08, KKT00, Kon02a,LW04b, MS01, Pri00, RM00, Sim08, SKM04, vdHKK02].Dimension-Splitting [DMS02]. Dimensional[AFN00, Ada01, AGL01, Akt01, AD02, BH08b, Ber03b, BCD+04, BD03a,BK01a, BDL08, BBC+01, BFT02, BBP02, BCFP05, BET00, BPS02, BPS03,BKL00, BR04, BI03, BK03b, BC02e, Cam05, CGJ+05, Car09, CL07, CM04c,CS04, CS09d, DF02, DJZ00, DDR04, DG09b, DG09a, DM02, DLS09, DFF02,Dun03, FW03, FT08, FT07, FLM00, FJM01a, Fou00, Gal01, GN08, GM07a,Gat00, GS04, GS03b, Gir01, GS00, Got05, GT04a, GSW07, GTZ02, Gry01,GM00, Hao05, HS00, HT02, HvdHMO09, HI04, HPF+02, Jan00b, JS08b,JL00b, KMST00, KS02, KP06, KAS03, KW00b, KMP+07, KPvB06, KP05,Kuk06, KKS05, LRY05, LW07, LFB04, LWL00, LY01, LL00, Lou08b, Luc09b,Mai03, Mal07, MB03, MvWH+01, MO09a, MSVE07, MT04, Nis07, PDvB00].Dimensional[PS08b, PD05, PS04a, RS04b, Ric02, Riv02, Rom04, Rut01, Sak04a, Sak06,Sak07, SS00a, ST00, Sam01b, SJ02a, SJ02b, Sam03, Sam04, Sam06, SI04, SY03,Sut04, Tao01, Tel01, TM02, Tel07, UC07, WMDB02, WK00, Zhi00, vdHK01,vdHJ04, CJM09, Che09b, CEMM09, DR05, HNOV07, Set06, SKT09, Woj06].Dimensionality [YFP00]. Dimensions[AH01, BTM+04, BR06, BW07b, CMS05, Cha00, CM04b, CM06, DJ05,DKRS02, Dys05, Gra09, HK01, Hor06, Hos06, Kol08, Lyb05, Man03, Par08,PBFC05, Pro09b, cR04, STV02, SMT03, Urr08, Wat04]. Dimer[Bou07, CC08, DG00, GS08b]. Dimers [CdO02, TW03]. Diode [SJ01c].Dipole [Dim09, JS01b, KCK07, OP04]. Dipoles [FL03a, Giu09]. Dirac[Lu01, Lu06]. Direct [DA03, KW00a]. Directed[BP08b, HJDRD00, Jan01b, LW04b, Lub06, OEB01, Ton07, vRR01].Directional [HGST00]. Dirichlet [BLS04, GF08, KIK08]. Discharge[CLD05]. Discontinuity [CSZ00]. Discontinuous[GS08c, GS08d, TB08, PhD07]. Discrete[Ast08, BZ08a, Ban05, BDM09, BZ03, BCD+04, BTV09, BV08, Can07, Car09,CC00a, CC00b, Cor04, FF07, FH04, Fuk00, GJQ06, GTW01, KKT00, LW01a,MCZ06, MZ02a, PS08b, PM06, Pro09b, RRS+00, TKR02, TK02, ALR07].Discrete-Time [KKT00]. Disk[EFPZ05, JT04, RM08, SSH06a, Tel01, Wag00, vZvB02]. Disks[HPF+02, SST+00]. Disorder[DH08, DT00, FR00, GN08, HMG08, Kom00a, MNP08, PD05, RS08, TPV09].Disordered [Ber08, BCO07, BL09, CS08b, CG04, DMPV09, De 07, DN03,DM06b, DPZ06, JPZ09, Kul03, KM08b, LM06, Lou08b, Pod06b, Rit01,SCM04, SSE05, Wei01, Zhi00, vBD02, Ton08a, BCK00a]. Disordered/[BCK00a]. Disorders [Che05]. Dispersal [EA07]. Dispersal-Limitation[EA07]. Dispersing [BM08, Che06]. Dispersion
16
[BP01b, BGL03, Cha09, CGH+03, DKK02, Luc09a, Mat01, YBMS06].Dispersive [FS05, FS07b]. Displacement [AVZ00, Blo04, SS08, dSWP05].Displacements [SS09e, vZC06]. Dissipation [Amb06, AEGS04, BDG+04,FW03, GS03a, JH03, LOV04, LK06b, LD01, MSVE07, Nag03, SC09].Dissipative [BD06a, EL02, EEDJ00, Far05, FS05, FS07b, LW04a, LT04,Mat02, RdCM04, TV00, TE00]. Distance[ALM07, BP01b, PZ06a, SJ02b, Suw09, Tel06b, vdEvdHH08]. Distant[Fei03]. Distinguishable [Nag04, Swe02]. Distributed[CK06, GP08, PS07b]. Distribution[Ace00, BG01a, BG00a, BM00, CZ03, CAC02, DKRS02, FF00, GLTZ06,Has01, Has02, HNOV07, LB01, Led00, Luo01, MC05, MBL08, MO09a, RS05,Ram07, SSD00, Sos02, SST+00, WM07, WK00, vZC06]. Distributional[AG09, Lu04]. Distributions [BR00a, BNZ07, BP07, BR00b, CRVV09,DN04, Fis06b, GMNT05, Man03, MT08, Saa07]. Divergence[HH02, Kie04a, Kie04b]. Divergences [VMT02]. Diversity [Eps06, Gry01].Divisible [Mag09b]. DLA [BH08b]. DMRG [NAS02]. DNA[Dom05, Hol07, RG04]. Do [BCZ04, GvB02, Sin02]. Dobrushin [Sch06].Does [Adi04, Boo01, O’C06, Tas06]. Dogs [HNS04]. Domain[Bal01, BK03a, BL09, DTY02, FHAY06, Fis06b, Fis08, GT08, HI04, HI05,NP01, SA02, SH05]. Domains[HL08, LLSA00, MVW08, SSH06b, Tid04, VEW08]. Domany[CN04b, KK00b]. Dominance [CM04c]. Dominate [GvB02]. Dominicis[Pod07b]. Dorfman [Pod01a]. Doring [DD06, LM02, Sme08]. Dorogovtsev[Bog04]. Dots [Jac09, Sha06]. Dotsenko [Rit01]. Double[DB00, KIK08, Sac05]. Double-well [Sac05]. Doubling [KKS05, KMS08].Doubly [BBS03, HL08]. Doubly-Connected [HL08]. Doukhan [Nol04].Down [Els00, Hao05, NH03]. Dr [Wit03]. Drift[BCV00, DMR05, KO02, Pia01, PSG06]. Drift-Diffusion [DMR05]. Driven[AH03, ADLM01, BNZ07, BDG+09, BCL08, BCC06, Bla08, CGGP04,CDG06, DLS03, DLS08, ETB06, Gar01, GZ01, GG00, GSW07, IVZ06,JOP06, KMSS01, KM08b, MS05a, MM05a, MB03, MS03, MK07, PDvB00,PS03a, PSG06, RS04a, RK00, Rom08, SJW07, SSS07, SC09, Sid05, Sin08,Sot07, VPB+06, vWR05, EK03]. Driving [Dag03a, Ken08, Lin04]. Drop[GLMSR07]. Droplet [BCK04b, DP03, NH03, PS02c, Rut01]. Droplets[DD06]. Dry [dG05a, dG05b]. Dual [Has01, Sla09b, Yoo07]. Dualities[Kon02a]. Duality [ABS01, Bor02, GKRV09, KW02, Kon02b, Nis07]. Due[BK01a, LFB04, MH07, BM05a]. Dummies [Sha06]. Dust [CD09b].Dynamic [Ano01c, DFF02, HD03, KCK07, SBG03, WLTH07, YS05].Dynamical [Adi04, Aki08, AFHV03, AP08, BJR02, BCK00b, Car07, CE04,DJ05, DG00, FF04, FK05, FS07b, dSFM02, FKS08, Gas04, Gas07, GI08,GK02, GSS03, HMS05, Hor06, HAG02, Jia03, Kaw03, Len00, Ler00, MN04,MO01, NS04, TB04, Tur03, Tur06, VTM00, You02, bA03, bA09]. Dynamics[AFN00, Ano01b, AL07, BMW09, BJ08, BCF+09, BBL00, Ber05, BTV09,BGH01, BL08a, Bog07, BM02b, Buc05, CCF+00, CDG06, CMS05, CL02,
17
CLS02, CS08c, CN03, CK06, CE05, CDA09, Cso00, DM08, DGM07a, DGM07b,DLP09, EL02, EEDJ00, Erd02, ES09, EGGI01, ER00, FF07, FPD01, FPS00,FN00, Fra07b, GD06, Gar06, Gar01, GAV00, GFH08, GPM+05, GE09, GM03a,Har08, HNS04, HPCH00, HHB09, HMO07, Iar01, IS07, JAWC08, JW00,KP06, KT06, KK02a, Kaw06, KR06, KVM+00, LL08a, LARvW07, LNT09,Li07, LR02b, Lou08b, Mas07, MS09, MS06a, MDL+03, NOS05, ND03, NKC00,Opp01, PS03a, PA00, PA02a, RSMJ+02, RdCM04, Ric00, RM08, RS06, Rue02,SS04, SA02, Sch07, SCM04, SO08, Spo06c, SSB04, Sui00, TBF05, TB07, TE00].Dynamics [Vel00, Wei02, WHI02, Wu02, dSWP05, ATH06, Spo06b, Rug08,Buc07, Pod03, Shl04]. Dynamo [AH07, Vin02]. Dyson[Ano04m, Bou07, Luo07, LZ08].
E.Y [Ach08]. Early [Dom03b]. Ecological [JHA07]. Economies [MT08].Economy [CPT05]. Econophysics [Mas00, Mas03a]. ed [Dom04, Rod02].Eddy [PS03b]. Edge [Car03, Opp04d, Shc09]. edition [Wit03]. Editor[RT08b]. Edouard [Leb08b]. eds[GC08a, Opp04a, Pod07c, Rug08, Shl04, Wei09]. Edwards[CMN06, KRT00, WP02]. Effect [AH07, BGX01, BK01a, BD01, CT04b,GKR02, GGZD02, Leg03, LM01, MK03, PO07, TK02, Vel00]. Effective[BFKT09, BM05a, FK02, FR00, HMPPMV00, LNM06]. Effects [ADLM01,AMP06, BKM02, EMMZ06, Fei03, HPWW03, JHA07, KTZ06, LK06b,MDW09, NOS05, PDvB00, QAK02, Sam05a, Sid05, TC08a, VTM00, Han02].Efficiency [Sla09a, SD05, Zha09]. Efficient [JL00a]. Eigen [MPD09, PD06].Eigenfunctions [AS03]. Eigenspaces [ND08]. Eigenspectrum [SB01a].Eigenstates [Sut02]. Eigenvalue[BFP08, CGK09, Has01, LP08, MBL08, NNR09]. Eigenvalue-Counting[CGK09]. Eigenvalues [CAC02, JP01, KM06, Sos02]. Eight[Bax02, Bax04a, BW07b, FM03, FM05a, FM09a, WK04]. Eight-Vertex[Bax02, Bax04a, WK04]. Einstein [Gra00, HE03, JPZ09, KO05, LVZ03,Leg03, Lu00, Lu04, Lu05, MV01, Rub04, Tel06a, Yan03, Zha00a]. Elastic[Ber03b, BC03, Koi07b, LM06, Pro09b, SS08, SS09e]. Elasticity [MP06].Elastostatics [SS09a]. Electric [EE07, Git09, SSE05, Tel06b]. Electrical[Ber03b, BMN07]. Electrode [MH07]. Electrodynamics [LL02].Electrolyte [Lev03, MH07, Sam01a, SJ01a, Sam05a, Sam06, Tel06b].Electrolytes [KHV00]. Electrolytic [TM02]. Electromagnetic[Kie04a, Kie04b]. Electron[AE08, AR00, Bak03, Erd02, LFB04, RdCM04, TJ08, Tia04].Electronegativity [CW06]. Electronic [DSC02, GPM+05]. Electrons[MP01, Mes02a]. Electrostatic [Sam05b]. Elementary [CRV00, Pan02].Elements [LP09, Wei05]. Elimination [JGB+03]. Elliott[Ano03n, Dys04, Leb04b, Yng04]. Elliptic [FM09a, GS00]. Elliptical[QLAS02]. Elsevier [GCU02]. Embrechts [Taq04]. Emergent [Spo03].Emery [BL08b, SK07]. Emil [bA03]. Emulsion [dHP09]. Endomorphisms[AOT06]. Energies [Kie09a, Kie09b, LL02, WK00, Opp02b]. Energy
18
[ADG00, ALS06b, AMT07, AYJP01a, Bar06b, Bax00, Bax03, BNZ07, BBS04,BGP04, BK07, CGR07, CC09, DN03, DMR05, DP04, DLS08, EB02, EGGI01,Far05, Fis06a, FZ03, GK09a, GS07a, GS09, Jab01, JR07, Jan06b, Kur03,LB01, Lee09, LY01, LLV09, NSS04, Nag03, O’C01, Pan02, PVV02, PBFC05,Rac00, Rut08, SY08, Shn03, TG00, TC03, TE00, WE07, Woj09, YY09, ZW04,JR06, Pod07a]. Energy-Conserving [PBFC05]. Energy-Dependent[PVV02]. Energy-Lowering [DN03]. Energy-Transport [DMR05].Engaged [MKL08]. Engel [Kan01]. Engineering [KLL05]. Engineers[BA06]. Engines [Jan06a]. England [Wei01]. Enhanced [FK00].Enigmatic [GPL03]. Enriched [JHW09]. Ensemble[AK07, Blo01, Blo04, BB05, CETT05, Has01, NNR09, ND03, VBM06, ZRA04].Ensembles [Ada01, BS03, CGH+03, CDG07, DMPV08, DGKV07, EHT00,GS08c, GS08d, RS05, Rid04, Shc09, Sin09, Sos03]. Enskog[Bob06, Jia07, PS02b, UC07, Wu09]. Entangled [MBL08]. Entanglement[CCAD08, CAD09, GMW02, GOS08, Hol02b, IK09b, NT04, XKHK08].Entrainment [GG00]. Entries [PS07b]. Entropic[BGV01, PV02, Sak04a, Sak06, Sak09]. Entropies [TB06]. Entropy[AFHV03, All08, AOT06, AK02, Att00, Bah07, BGH01, BLLO09, BET00,BL08b, BL08c, BMN07, CCAD08, CAD09, DJ05, DP07a, DR03b, DLS07,Dud07, Edw04, ER02, EK06, Fis06a, Fis06b, Fis08, Gar06, Gas04, Gas07,GZ01, Han07, HB08, IVZ06, IK09b, JS01e, Kaw06, Kie09c, KR06, Li06,MR00, MN03, MN05, Mor07, Nag04, Opp02b, Piv03, PG99, PG00, PG03,QQT02, Rad08b, Rob00, RNVRP04, SF07a, Sch01, SSS07, SC09, Swe04,TG00, VTM00, VMT02, ZRA04, ZKD05]. Entropy-Driven [GZ01, IVZ06].Entropy-Production [VMT02]. Entropy. [Opp04a]. Enumeration[SD05]. Enumerations [Jen01]. Environment[And08, BCFP05, GJ08b, Pop01, Sac04, Shi09]. Environments[BK09, BK02, CL07, KK02b, KK02c, KO05]. Epitaxial [EY01]. Equality[GJ08a]. Equalization [CW06]. Equation[ADG00, ASB02, Ale01b, AN00, AN05, AN06, BTM+04, Bao00, Bao04,BGS06, Bar04, BLZ01, BK03a, BKLO00, BCEP04, BCEP06, Bir06, BCT05,BCL08, BHPH01, BC02a, BC02c, BC02d, BCT03, BC03, BL06, BGL03,BdMR03, CM00, CR01, Cai04, CS02, CGR07, CCL09, Cas01, Cas02, Cer05b,Cer06, CD04, CD09a, Cha09, CSN02, CKKC00, CW04, CLM05, CD05,DJZ00, DR01, Dog00a, DKRS02, Erd02, ESY04, ETB06, Esc07, FM01a,Fan05, Far02, FS07a, FKS08, Fou00, FM01c, FG08b, GR06, GW00, GS03b,Gra00, GM03a, GK04, HD09, JW04, JH03, Jia07, Jia08, KCT08, KL06, KL08,KR07, Kuk06, KMS08, Lee05, LRM06, LT04, Lou03, Lou08a, Lu00, Lu01,Lu04, Lu05, Lu06, Mat02, Nag03, PO07, PS02b, RC01, Rot06, SS09c, SM08].Equation [SMT03, SK06, Sha10, Sim08, SV09, Spo06a, Spo06b, Spo06c,SST+00, SFCO02, SW08, TTNK06, Tak09a, Tak09b, Tel07, TKR02, UC07,Val09b, Val09a, WZ09, WW06, Wu09, Yep02, YS00, Yu06, Zah02, ZKBG03a,ZKBG03b, Zha08, Tak10]. Equations[AL03, AV03, AL01, AR02, BDL06, BELM00, BKOS07, BTV09, BD06b,
19
BCG00, BCG01, BC02b, BGP04, BG06, Bob06, Bol09, BKL00, BBS03,Bud08, CT07, Can07, CEFM00, CD09b, CE02b, CGV02, DMN06, DRL02,DDM08, Dog00b, EB02, FM01b, FM09a, FH04, FS07a, FJMR02, FG03,Fou06, GJY04, GvH07, HS08, HPWW03, JL00a, JS01d, Kar07, Kas01, KP05,LL08a, LW01a, LM02, LW04a, Los05, Lou07, MS05b, MMR06, MM06b,Ost07, PhD07, PN03, RRS+00, Rom04, Rom08, Sac05, SH05, SEZ05, Str06,Tid01b, VEW08, Wes09, YBMS06, ZZ06, vWL00, AV87, Ach08, GCU02].Equilibria [BCT05, BC09, CIS01]. Equilibrium [AH03, AP03, BD06a,Bar04, BLR08, BDG+02, BT04b, BDG+04, BDG+06, BCL08, BNZ02, Can07,CL03, CCL09, CK00, CP03, CL02, CCMT09, Dom03b, DKRS02, DGZ04,FPS04, FS07a, FNO06, GS03a, GLTZ06, GS07b, GPL03, HKW07, Jaf03,JP02, JMU05, Jus01, KK02a, Lat02, LS04a, Li07, Lu05, Luc08b, LBLB04,Mor07, Opp06a, PVZ05, RY07, Rom08, RS06, SJ01b, TV00, TV02, Uch04,Wag00, Zhi00, BDLvW08, CG09, FGC09, Opp04b, SWK09, WW05, Opp04b].Equilibriums [Fre01]. Equivalence[Ada01, Bax00, CETT05, EHT00, Rue00b, Sak00]. Equivalent[Bol09, LS04b]. Erased [FLW08, Gra09, HL08]. Erdos[CB04, EMH04, PDV07]. Ergodic [Bla03, GG01, Har08, RB08]. Ergodicity[BCMP04, BDP02, GL04, LW04a, MPT06, MN00, Rom04, Too00, Too04].Errata [PG00, dG05b]. Erratum[Ano01d, BCG01, BPS03, Cau02b, Coh10, CS09d, GCU03, Gas07, KK02b,Lou08a, NOV04, Pro09a, Sak05, Sod17, Spo06b]. Error [BDM09, RT08b].Escape [AR06, BBF09, BCC09, HS04, KL09, SSHE06, SSH06a, SSH06b,Ste04, VMT02]. Escape-Rate [VMT02]. Essam [KK00b]. Essay[Kad03b, Taq04]. Essential [MNOS04]. Ester [GC08a]. Estimate [Bou09].Estimates[BHS07, BDM09, BBP02, BKL00, BM00, CGK09, FJMR02, Ton07, Val00].Estimating [GOBY06, RS09]. Estimation [AER05, MS01, PS07a].Estimations [Woj09]. Eternal [BC02a]. Euclidean[AGY02, Con04, KP07, KP08b]. Euler[Bir06, Dub06, FS07a, FMB03, LL08a, Pat07a, SEZ05]. Eulerian[CG09, HPCH00, Kuk04, TV02, TV03]. Evaluation[DRL02, LLMS02, MM05b]. Evaporation [BGH01]. Evaporation/[BGH01]. Evasion [CGS07]. Even [CM04b]. Event [LB09, Mai03]. Events[KL09, Por04, VEW08, Pod07c]. Every [Too07]. Evidence[BW07a, BFT02, Luc09a, RK05]. Evidences [MPRT+00]. Evolution[BCF+01, Ban05, BdMR03, CLM08, CD09b, Ghe09, HWB01, Iar01, KN04,Ken04, Ken07, Ken09, MZ02a, Nou02, Saa07, Bog04, Sza06]. Evolutions[BBK05, KNK04, LR02a, Yos08]. Evolving [BB03]. Exact[ABCM08, BS07, Ber03b, BP01b, BL09, BC02a, BG06, BD03b, BK03b, CZ03,CSS02, CJSS04, CS08a, CLS02, DLS03, Gat00, Hei04, HPWW03, HJ09,HAG02, KNK04, KMST00, KP06, KL09, KK00a, KW00b, KM09b, MBL08,Mec01, MM05b, PS04a, RS04a, Saa07, Sam03, Sam05a, Sch00, SS09e, Shi06b,Sut02, Urr08, ZS02]. Exactly [BdGM01, BGOY04, EG05, GK02, KMVE03,
20
OBB03, Sam01a, SJ01a, Sam04, Sam05b]. Exactness [HY04]. Examination[LDNG08]. Example [BBK08, FSG08, Man03, Mon04]. Examples[CS04, CS09d, Got05, Sut04]. Exceed [Tas06]. Exchange [AFFS06].Exchanges [Gal06]. Excitability [GAV00]. Excitable [GOSG00].Excitation [HI05, PS03a]. Excitations [Iar01, SS08, Sab08, SS09a].Exclusion [ABS01, ALS09, Bah07, BT04b, BD06c, BDL08, CL07, DF02,DH08, DLS02, DLS03, DEL04, DDR04, DELO05, DG09b, DP07c, ED04,FF04, FF07, GM05, GJ08c, Hei04, IS07, JNH+09, Jun03, KK00a, LOV04,Lou05, Lou08b, MK03, Rit06, SA02, Sep01, Set06, Uch04]. Excursion[MC05]. Excursions [DEL04]. Exhibiting [AG05]. Existence[Bak06, BC09, CP01, Coh09, Coh10, CS04, CS09d, FPS04, FM07, Gho05,GP04, Jia08, Kas02, KK02b, KK02c, MRW02, PS02a, Pol00, Tid01a, Zha08].Expanding [AP06, CL00, PZ06b]. Expansion[All08, Ast08, Bar06b, Bob06, CR01, Cai04, Cam01, Coh09, Coh10, Fuk03,KPvB06, MS03, PG99, RC01, cR04, SS09e, Str06, dPG04, PG00].Expansions[ABCM03, ABCM08, AC01b, BZ00a, BC02e, DK02, HPCH00, SM06].Expectation [FK05, Sal09]. Expected [MCZ06]. Experimental[AG05, PR07, Rac00, SS09d]. Experiments [AFFS06, AC03, SL02]. Explain[EA07]. Explained [Man03]. Explicit [Att00, BCL+07, FS07a, RS08].Explicitly [BZ03]. Explosion [CGR07]. Exponent[BJ02, DJZ00, dSFM02, JH03, MM05b, Pan02, SJW07, SS09d, vZvB02].Exponential [AV08, BH08b, BM02b, Che07, DMPV08, JL00a, LL09a, NH03,Ost04, Pan08, Shi06a]. Exponentially [CK06]. Exponentially-Distributed[CK06]. Exponents [BDP02, Cam05, CGJ+05, DR03a, Gam03, HS00,KM09a, KPvB06, LSSW03, LD01, MN00, PDvB00, STV02]. Exports[Kad03a]. Exposed [FW07]. Expression [Dom03a, HPK+07, Mur08].Expressions [BP01b, DB02, Nag07]. Extended[BCK00a, BC02e, BCM02, CM02a, MDB00, Rug08, UC07, Wit03, JS01a].Extending [MD01]. Extension [DA03, KK00b]. Extensions[FS06, Grm08, Han06]. External[BR00a, BC09, GHO+00, LRM06, Lin04, LM01, Wee03]. Extinction[KS07, dARBY04]. Extrema [HNOV07]. Extremal [Ast08, Jun03, LKL09].Extreme [Bur08, Pod07c]. Extreme-Value [Bur08]. Extremes [Mas09b].Extremum [PG03]. Eye [Hep09]. Eynard [BR05b].
F [Bog04, GCU02, Opp03b, Wes04, bA08]. Faceted [FS03]. Factorised[EMZ06]. Factorization [HKT01]. Factors [CCAD08]. Falcioni [Opp09].Falicov [DMN00, HK01, LFB04, Mes02b, Woj06]. Falling [GT04a]. Families[CS03b, PTZ03]. Family [BCL+07, DLM05, KP05, LSSW03]. Farey[FKO03, FK04, PR07, PFK06]. Fast [Boo01, CT07, CL03, JGB+03, Ken07].Faster [Ken02]. FCC [LMZ00]. FDLBM [ST02]. Features[GAV00, KMVE03, MNOS04]. February [KK02b]. Feedback [PR07].Feigenbaum [FKM05]. Fellerian [MRS07]. Fermi
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[BLP09, BM04c, CS08b, DJ04, Gal01, HY04, LL09a, Lu01, Lu06, OP04].Fermion [AH01, JS01c, OP04, Shi06a]. Fermionic [AFHV03, SW00, Sal09].Fernandez [Rug08]. Ferroelectric [BL09]. Ferrofluid [GTZ02].Ferrofluids [Del05]. Ferromagnet [DG08, Dot06, Rut08]. Ferromagnetic[AYP07a, BIV01, HI04, NSS04, SO00a, SO00b, SO02, TPV09].Ferromagnetism [FU05]. Feynman [Ost07]. Fiber [DOS01]. Fibers[BM01a]. Fibonacci [NS05]. Fibre [DS07]. Fidelity [LMV07]. Field[AFFS06, AC01a, ADLM01, Bar06a, Bar06b, Bar08, BLZ01, BP01a, BCC06,BL08c, BCZ04, CR07, CS09b, CGT05, CNV01, Con04, CGI02, De 07, DG08,DWMB05, DGR08, DLP09, Dir04, DMP05, Erd02, ES04, ES09, FLW08,FZ03, FT06, FMS04, GHO+00, Gen04, HvdHS08, HKW07, JKO+01, Kad09,KS06, Kie04a, Kie04b, KMSS01, KP04, KM08a, Kul01, Kul03, Kyt06, Lan09,LW07, LPE04, MB03, MS08a, NS02, Nou02, PDvB00, Pat07b, Pey09, RT08c,Rat09, RK00, Roe03, SSD00, Sak06, Sak07, Sak09, Sak01, Sak04b, SW00,Sid05, SSE05, Sla09a, Ste04, SJ01c, WW06, YHD02, ZS02, dARBY04,dPG04, Pod07b, CW04, Sak05]. Field-Driven [PDvB00, RK00]. Fields[AGY02, ALS03, AG05, BY03, BEPK+02, BZ03, BR04, CCAD08, De 04,EE07, Fan04, FG08a, Kor00, Li06, MP01, MN02, Sch06, Sch08, Sos00, Wee03,vdHK08, Pod07b, Git09]. Filament [HMO07, MK07]. Filled [CLS02].Filling [Riv02]. Film [GMR06]. Films [AB09, GD06, TM02]. Filter[Kra09, MN05]. Filtering [EK06, New08]. Finance[Mas00, Mas05a, Mas08, Mas02a]. Financial [CPP09, Mas02a, Por04, Wit03].Fine [BR01]. Finetti [Got05]. Finger [FPD01]. Fingering [CT04b]. Finite[Akt01, BJR02, BIV01, BKM02, Bor02, BGM04, CO08a, CT04a, CGGP04,CSP02, CSM03, DP07c, Fis06a, Fis06b, FSZ01, Gam03, GM07b, GGL09,Got05, GT06, Han02, HvdHS08, HNO05b, HKW07, Jan03, JMU05, KPH00,KP01b, KMSS01, Kol08, Kon02a, Kon02b, KM01, Mor07, Nis07, PD05,Pro09b, Rom04, Suw09, TNK04, Ton07, TT05, VST09, ZW04, vdEvdHH08].Finite-Dimensional [Nis07]. Finite-Range [GM07b, GT06].Finite-Sampling [ZW04]. Finite-Size [Akt01, BKM02, CGGP04, Fis06a,Fis06b, Han02, KPH00, KP01b, KM01, Ton07, TT05]. Finite-Time[DP07c, Gam03, GGL09]. Finiteness [CT04b]. Finitized [CP02]. First[BBCK04, BCC06, Bra02, Bur08, GM07b, HNO05a, HNO05b, JK01, KC03,Lin04, MM06a, NH03, OvWLH00, PIRB03, Rei00, WLTH07]. First-Order[BBCK04, BCC06, GM07b, NH03, OvWLH00, PIRB03, Rei00, HNO05a,HNO05b]. First-Passage [Bra02, Bur08, KC03, WLTH07]. Fish[Bir07, DM08]. Fisher[Ano03m, CD05, GII08, IK09b, JK04, LW01b, Luo01, Mer03]. Fixation[CF03]. Fixed [AS06, BCF+09, DMB01, FST06, FLS07, Fra07a, Hat07,Kas02, LL09a, PZ06a, TPV09, ABC05a]. Fixed-Boundary [DMB01]. FKG[TTK01]. Flagellar [WLTH07]. Flamm [FT08]. Flat[BW07a, HI04, HI05, Lia06, OSv04]. Flat-Band [HI04, HI05]. Flavors[Jan01b]. Fleas [HNS04]. Flights [CGK+04]. Flip [CGG09, RT08a].Flip-Annihilation [RT08a]. Flocks [VLCW05]. Flow
22
[ASB02, AS08, Ben05, BGL05, BW07a, Bla03, Bla08, BR01, BCL+07,CMV05, Cer01, CS03a, CG03, DGR08, DR06b, FS07a, Fre03, FMB03, Gar03,GMR06, HRK+05, KTH+05, MN05, OC05, PO07, SJW07, SWK09,SMRK+02, TJ08, TTM+01, TS04, VKVT02, ZQS+05, ZGA02, dSWP05].Flowers [MP06]. Flowing [HJDRD00]. Flows [AG05, BM08, BD04a, BI06,BD09, BBL00, Bla05, Che07, CSN02, Fan04, FPS04, Gas02, Gen06, HS09a,HD02, Ito02, NDC02, QLAS02, Sab08, SKT09, TAL06, Zha00b]. Floyd[Mas09a]. Fluctuating [BCFP05, Gry01, ICO02, MC05, MB03, dGNPR04].Fluctuation [AG07, BCG08, BDG+02, BD03a, BGGZ06, BFPS07, GZG05,Jar00, KS07, LOV04, LRB00, LK06b, MMR08a, Nag03, OvWLH00, SC09,Sin08, Sos00, TC07]. Fluctuation-Induced [KS07, OvWLH00].Fluctuations [AGL01, AVZ00, BS07, Ber05, BDG+06, BGV01, Cam06,CD08, DR03a, DF02, DDM08, DDR04, DELO05, DG09b, DG09a, EEDJ00,Far02, Far05, FS03, FNO06, GGL09, GTW01, JL01, Jan03, JT04, JS08b,Lan09, LV02, LWL00, LP09, MGT07, MDL+03, NV08, PD05, PPR00, Rid03,Rub06b, SA02, SI04, TC08a, TC08b, TV02, Uch04, Vel00, VPB+06, Wei02,ZRA04, dZS04, GC08b, Pod02a]. Fluctuations-Inclusive [PPR00]. Fluid[AC01a, AC01b, AC04, AG05, CRT00, CM02b, GCU02, GH04, ICO02,Jan00a, Jan01a, JT04, LV01, Lyb05, Nad00, NDC02, PWC02, PP01, SEZ05,SFCO02, Wag00, WHI02, dMG04, BELM06, Fre06]. Fluids[Ace00, AH01, BGW01, BELM00, DG01, GC05, HGST00, JS04, JHW09,Keh05, KC02, LS09b, Pod05, RS04b, Rei05, RK05, Sam00, Sam07, SS09d,SAPD05, WBE02, YFP00, dZS04]. Flux[BCKM00, DF02, DP04, EZ04, MCZ06, Rac00]. Flux-Across-Surfaces[DP04]. Foaming [KTH+05]. Fock [ALR07, BGGM04]. Focus [Ler00].Focussing [Rid03]. Fokker[ASB02, CEFM00, DR01, KL06, KL08, Zah02, Zha08]. Folding [TE00].Force [Bar06a, Bur08, CDG06, FZS+00, SvL02, WW06]. Forced[BK03a, CD09a, CLM05, MSVE07, Rom04]. Forces[BA06, Ber03b, BM05b, Dag03a, SHD03]. Forcing[Bak06, GFH08, KP05, Kuk06, LW04a, MS05b]. Forests [CS09a, JSS05].Form [CCAD08, Kar07]. Formalism[AS02, CBKM04, LARvW07, TB06, UC07, VMT02]. Format [Tel07].Formation [BCK04b, DHB07, Dro00, FPD01]. Formations [VLCW05].Forms [BLS04, KZ03a, LS04b, Val00]. Formula[BM01a, BCK04b, BEK+07, Gas02, HJ09, IK09b, KK00b, Mag09a].Formulae [Hir05, KL09]. Formulas [Ast08, BI03, Ito02, Mai03].Formulated [Rue02]. Formulation[Del05, Fan05, Hag07, KR07, PD06, PV02, WA09]. Fortuin [Arg02].Forward [HD09]. Foundations [HD02, MPRT+00, Wei09]. Fouque[Fre08a]. Four [Akt01, HWB01, Hos06, Mas03b, MN00, Wat04].Four-Dimensional [Akt01]. Four-State [HWB01, MN00]. Fourier[BO05, BLL04, KR07, PF07]. Fourth [Lyb05]. FPU [CCG04]. Fractal[AS02, Dys05, HO09, Koz00, Wei07]. Fractal-Based [Wei07]. Fractals
23
[Mis06, SD06, Wei01]. Fraction [CHNO06, FK04, PFK06]. Fractional[AL01, ALS03, Bar06a, BVBF01, Cha09, FK00, FM02b, FKM05, HKW07,Kup04, MK04, Ruz00, YBMS06, Zah02]. Fractions [FKO03]. Fracture[BC01, BPS06b]. Fragmentation[Ber03a, BP07, BC01, Can07, FG03, GE09, Kol04, MKB00, PD05, RS05].Frames [Jan06b]. Framework [Cas01, HS08]. Franceschetti [Bog09].Fredholm [TW08]. Free [AYJP01a, BCG08, Bar06b, BJ08, Bax00, Bax03,BK04, FZ03, GK09a, JS01c, Jan06b, JKO+01, Kad03b, KTH+05, Opp02b,TC03, Woj09, ZW04, CPK07, Iar01]. Free/ [CPK07]. Freedom[DRL02, FJMR03, HDMF04, JGB+03, MM02]. Freeman [Ano04m].Freezing [MRS07, Sem08]. Frenkel [CM05]. Frequencies [AMP06].Frequency [Fan05]. Friction [Lin08, Pom05, dG05a, dG05b]. Friendly[KG03]. Frog [LMP05]. Frogs [Pop01]. Frohlinde [Hol02a]. Front[BD01, CK06, Gir03, Lem00, vZvB02]. Frontiers [Pod07c]. Fronts[AS05, Kad06]. Froth [FR00]. Frozen [Rat09]. Fugacity [CR01, Tel07].Fully [BB09, CN01, FJMR02, MDL+03, PM06]. Fun [Suz01]. Function[Ace00, AK02, Bax03, BM04c, BBCK04, BM00, CS09b, CCL04, FJM01a,GLTZ06, HL02, JS01a, JSS03, JS06, JK01, KIK08, KT09, KW00a, Kom07,Lin08, MC05, Mez01, RR01, SS01, SS09b, Yu06]. Functional[Att00, Bax04b, Bax06, CR03, DLS03, ED04, FM09a, HDMF04, Nep03,Ost04, Ost07, RS04b, Sal09, Suz01, TC03]. Functionals [FH04, Wee03].Functions[Akt01, Ano01d, AS02, BI03, Car03, CSS02, CJSS04, CS08a, CS08c, Cop08,DSC02, FEDZ07, FM09b, GI08, HMH05, Law09, LP09, MM05b, Nag07,PAY09, PS04a, Ric04, Ruz00, Sam07, Sin09, Too08, YS05, SL02, Weh97].Fundamental [SF07b]. Fundamentals [Opp06c]. Further [BGX01].Future [Ano00j, Ano00k, Ano00l, Ano00m, Ano00n, Ano00o, Ano00p,Ano00q, Ano00r, Ano00s, Ano00t, Ano00u, Ano01e, Ano01f, Ano01g, Ano01h,Ano01i, Ano01j, Ano01k, Ano01l, Ano01m, Ano01n, Ano01o, Ano01p,Ano02b, Ano02c, Ano02d, Ano02e, Ano02f, Ano02g, Ano02h, Ano02i, Ano02j,Ano02k, Ano02l, Ano02m, Ano03b, Ano03c, Ano03d, Ano03e, Ano03f,Ano03g, Ano03h, Ano03i, Ano03j, Ano03k, Ano03l, Ano04b, Ano04c, Ano04d,Ano04e, Ano04f, Ano04g, Ano04h, Ano04i, Ano04j, Ano04k, Ano04l, Ano05b,Ano05c, Ano05d, Ano05e, Ano05f, Ano05g].
G [Ano03o, Fre08a, Han02, Opp04a, Opp04d, Rod02, Wei09]. Gabetta[GC08a]. Gacs [Gra01]. Gain [Kom07]. Gain-of-Function [Kom07].Gallavotti [LRB00]. Games [MB02, Mie04]. Gamow [Hua09]. Gap[Ale01a, AY01, BG01a, DH08, GF08, LVZ03]. Gapless [HI05]. Gapped[Yar05]. Gaps [DLS08, Kom00b, dlLV07]. Garland [Dag03a]. Garnier[Fre08a]. Gas[AE08, AAP02, ABT03, AL07, Bak03, BTT07, BP02, BTV09, BGH01, BFT02,BDL00, Bro01, BZ00b, BZ08b, BK03b, CGGP04, CC00a, CK00, CS08b, CL02,CLS02, CG00c, Coh09, Coh10, CC00b, DMS02, DM06b, DP07b, Dim09,
24
Dor02, DMP05, DB02, FPS07, FJM01a, GZ01, Gir01, GS09, GT06, KS02,KD00, KPvB06, LRY05, LLMM03, LV02, LB01, Lee09, LY01, LPE04, MPS02,MB02, MM05b, MO09b, Nag03, Nou02, PDvB00, PO07, PY09a, Pol00, PG99,PG00, RKH00, RKN00, cR04, Sak00, Sam01b, SJ02a, Sam03, SS05, SK06,Shn03, Sid05, TAL06, Tel07, TTM+01, TS04, TBF05, YY09, Yep02, ZQS+05].Gaseous [SK06]. Gases [ABCM03, BDG+06, BCT05, BD02, BG06, BBP02,BMD00, Cer05a, CEMM09, FS07a, GLM02, GC08a, GW00, JM00, LS09a,Mun07, Opp04d, TB04, VPB+06, WW05, vWR05, vZvB02]. Gasket[CCY07, CC08]. Gaskets [HT02, Hat07]. Gauge [KM09b]. Gauss [AS03].Gaussian[ADLM01, BY03, BKLO00, Bol09, BGM04, CGH+03, CMN06, DR03a,FG08a, FLM00, KO02, LP09, MNBO09, Raw03, Rei08, Sak06, Sak07, Sos00].Gene [Dom03a, HPK+07, Mur08]. General[BC04, CS04, DD09, FBG02, FM05b, HMS05, McD01, Pro07, Pro09a,QQT02, TT05, UC07, CS09d, SS01, Lan06]. Generalization[Bal09, Bax09, DMSR03, Hat07, RF02]. Generalized[Aki08, BLS04, Bax04b, Bax06, BM01a, BR00b, Blo01, Blo04, BHPH01, Bob08,BL06, CIS01, CGK09, CETT05, DP07b, FK05, GJ08a, GAV00, GS07a, JR06,JR07, KS00, Los05, Luc08b, MVE04, NNR09, Ric04, SMS09, Sut04, Wol06].Generated [BP07, Cam06, SDBS07]. Generator [vWL00]. Generic[DJW07, Gal06, GT02, Liu09, Luc08a]. Genetic [Eps06, GPM+05].Genetics [CF03]. Genome [PA00, PA02a]. Gentle [LNT09]. Genus[CSM03]. Geodesic [Mez01]. Geoffrey [Spo03]. Geometric[Der08, JW04, MCG08, SLB00]. Geometrical [Fan05, Mez01]. Geometries[LK09]. Geometry [CFN06, CD08, DMSR00, MP06, Rit03, Sch08, Xin09].George [Nol04]. Ghirardi [Gri00, Tum06]. Ghirlanda [CG07]. Giacomin[Ton08b]. Giambattista [Ton08b]. Gianfausto [Mas09b]. Giardina[Pod07b]. Gibbs [KP08b, Ada01, BS05, BP02, BBS04, BP07, BCK04b,BMPZ04, CT04a, CRVV09, Cha00, Der08, GT02, HO09, JMU05, KP07,Kur03, LM01, Mor07, MR04, MR05, Roz06, Sak00, Wee03].Gibbs-Equilibrium [JMU05, Mor07]. Gibbs-Like [BBS04]. Gibbsian[CU03, EL02, ECC03, Kul01, vEK07]. Gibbsianness[DR05, GY05, Kul03, LR02a]. Gilbert [Lan06]. Ginibre [AK07, Rid04].Ginzburg [EMO08, WBE02]. Ginzburg-Type [WBE02]. Giorgio [Leb08b].Given [BV08, Lin08]. Glass[Arg07, AK09, Dot04, Eck07, Fis06a, Fis06b, Fis07, Fis08, Git07, GT04b,Has00, ISS07, KRT00, KM09b, Led00, MNS08, MS06a, TB08, WD01, WB04].Glasses[Bar06b, BCF+09, BK07, CM04a, CGG09, CS09c, De 04, DGM07a, DGM07b,FT06, Fra07b, MPRT+00, NS02, Nis07, Pod02b, VHO09, Pod07b, Pod07a].Glassy [EGGI01, Gar08, Kaw03, MS06b, TBF05, TB07]. Glauber[BM02b, DLP09, Iar01]. Glazer [Opp02a]. Global[Cer05b, CLT07, GF08, Jia07, Jia08, Li06, MS08a, Wu09, Zha08, Pol00].GOE [BFP08]. Golden [DJ04, LL09a]. Goodman [Fre08b]. Gordon
25
[CR01, Cai04, MM05b, RC01]. Gordon/ [MM05b]. GOY [BBBF06]. Grad[Kar07]. Gradient [DR05, GJ08b]. Gradients [YCCN07]. Grained[JAWC08]. Graining [KT06, Opp09]. Grand [CT04a, CAC02]. Granular[AR09, AL07, BNZ07, BCT05, BC02b, BCT03, Cer01, Cer05a, DG01, DB02,GM07a, Rad08a, SvL02, TTM+01, TS04, Vil06b, VPB+06, WBE02]. Graph[CB04, KM09b, PDV07, WP03]. Graphical [Sch08]. Graphs[AV08, BMA02, BG00a, BG02, BZ09, Bjo09, BK04, CS03a, CS03b, CE02a,CDA09, EMH04, GR06, KP08a, PTZ03, PS04b, PM05, RT08c, Riv04, Tel06a,Tur03, Tur06, Wu00, vdEvdHH08]. Graphs-with [RT08c]. Gravitating[Gir01]. Gravitational [Fel02, HH02, MPT06]. Gravity [GT06]. Grazing[DR01]. Green [DB02, RR01, Yu06]. Greven [Opp04a]. Grid [Rhe05].Grids [CSN02, HL02]. Griffiths [BG00b, BL08b, Dot06, SK07]. Gross[JW04]. Ground [CdlL05, FRZB09, GS09, HK01, Has00, HI04, HI05, JM00,Kie09a, Kie09b, KW00b, Lee09, LY01, RNVRP04, Roz06, SY08, Sig09,Woj03, Yar05, YY09, dlLV07]. Ground-State [RNVRP04]. Group[BR01, Cop08, DRC04, FM08, GAD06, HT02, Hat07, Ito02, MTT08, MS08a,RS08, Rob00, Sha01, Shi06b, Rub09a]. Groups [FEDZ07, Piv03]. Growing[GGL09]. Growth [BR00a, Bal01, dBR08, CM00, DHB07, DLS08, EY01,FPD01, GTW01, Gry01, Mez01, MS02, Pen08, PD05, PS04a, SI04, Yos08].Guerra [CG07, FT06, Tal07]. Guest [JS08b, Sam06, Tel06b, Sam05a].Guide [Bra02, Gra01, KN04, Rap01, Opp02a]. Guided [MM08]. Gumbel[vdHK08]. Gyroscopically [BHRW04].
H [GCU02, Mas00, Pod04b, Pod04a, Pod07c, Rod02]. Haar [TM08].Haar-like [TM08]. Hagen [Hol02a, Wit03]. Half[BGS06, CO08b, GS04, Ken08, Riv02, SS08, SS09a, SI04, SS09e].Half-Filling [Riv02]. Half-Line [GS04]. Half-Plane [CO08b, SS08, SS09a].Half-Space [BGS06, SI04, SS09e]. Hall[ABS01, FPSW01, Kom00a, Kom00b, Kom08]. Halves [LY07]. Hamiltonian[ALR07, BL08a, Car07, EMMZ06, FS07b, Har08, Jar00, KK02a, Ler00, RY07,Val00, dOP08]. Hamiltonians [Mas05a, BSB00, O’C01]. Hamming [PZ06a].Handbook [BA06]. Hanson [Mas09a]. Hard [AC04, BC04, BW07b, BP08a,CR01, Cai04, CK04, CM04b, CM04c, CM06, EFPZ05, FPS07, HGST00,HPF+02, HHB09, IVZ06, Jia08, LT04, Lyb05, MMR06, MM06b, Pan02,RC01, RS04b, Rei00, RM08, Sak07, Sam06, Sot07, Urr08, Wag00, vZvB02].Hard-Core [CR01, RC01, Sam06]. Hard-Disk [EFPZ05, RM08, Wag00].Hard-Rods [IVZ06]. Hard-Sphere [Pan02]. Hardcore [Der08]. Hardness[CW06]. Hardy [BLS04]. Harish [FEDZ07]. Harish-Chandra [FEDZ07].Harman [Dom04]. Harmonic[Ber08, BLL04, DR06a, DKM04, EZ04, FNO06, Leg03, RD08, Sak04a, Yan03].Harmonically [Sin08]. Harnack [BDM09]. Harness [FNP07]. Harris[TTK01]. Hartree [BGGM04]. Hartwig [IK09b, JK04]. Hausdorff[DJ05, DKK02, GT02, HV01, JR08, MS01, Sim08]. Havlin [Wei01]. HCP[LMZ00]. Heads [BM04b]. Healing [CKSZ06, KSSM07]. Heat
26
[BKOS07, BO05, BGL05, BHRW04, BLLO09, CN03, CEMM09, DR06a,EZ04, HK02a, Jan06a, Kup04, LL00, MRV02, MNV03, RD08, SC09, SNC05].Heat-Type [BKOS07]. Heated [TS04]. Heating [LK06b]. Heavy[BK01a, MP01]. Height [GTW01, MC05, MN00]. Heisenberg[FL03a, PS02a]. Helmholtz [San05]. Hemmer [SSLG+00]. Henon[DLM05]. Herbut [Git08, Pod08]. Hermitian[CCM00, DJZ00, Has01, KS08, PS08a]. Heterogeneous[DMSR03, DDMSR04, Sah02, ZK00]. Heteropolymer [dHW04]. Hexagon[LG01]. Hexagonal [HN03]. Hexagons [Luc08a]. Hidden[All08, AC05, GKRV09, ZKD05]. Hidetoshi [Pod02b]. Hiemer [Mon04].Hierarchical [BG02, dFCS06, Hos06, Kom07, MCG08, Rei05, RK05, VHO09,Wat04, WW01]. Hierarchies [LS00b]. Hierarchy [CS08c, JBKN01]. High[ASB02, BGP04, BC02e, CLM07, CKKC00, CGT05, DG08, DGM07a,DGM07b, DWMB05, DLR04a, EB02, FRZB09, Fuk03, GS09, GT04b, HS00,Iar01, MS03, PZ06a, Sak06, Sak07, Sam07, SO00a, SO00b, SO02, SPVV00,WDMB05, YFP00, vdHJ04, RC01]. High-Dimensional [HS00, vdHJ04].High-Energy [BGP04]. High-Order [FRZB09]. High-Temperature[BC02e, CKKC00, Sam07, RC01]. High-Velocity [ASB02]. Higher[ALS03, BBS03, CSM03, Dup03, Kol08, Len00, Sch08]. Higher-Order[ALS03]. Highly [KHV00]. Hilbert [Got05, Yoo07]. Hill [Leb07b, Leb07c].Hilliard [MPSW00]. Histogram [KP01a, Lia06, LdOP00, LPdO01].Historical [Opp04d]. Histories [BG00c, ER00]. History [Dom03b].Hitting [Gal06]. Hohenberg [CE02b]. Hold [O’C06]. Holder [Ruz00].Holds [CY09]. Hole [Li06]. Holes [Dys05, HV01]. Holomorphicity [Car09].Holstein [PA02b]. Homework [Hod01]. Homoclinic [Ler00].Homogeneous [BCT06, BCZ04, CGR07, CS08b, FNP07, FS08, Fou06,FG08b, LVZ03, LMP05, Los05, Lu01, ZZ06, Sch08]. Homogenization[Fre06, HP04, Ach08]. Homology [Arg02]. Homopolymers [Per02].Honeycomb [Bou07, CS08a]. Honoring [Leb08b]. Hookean [TE00].Hoover [MMR08a, RKH00]. Hopf [EK00]. Hopping[BP08a, BD03b, CK06, DJ07, DPZ06, Woj03]. Horizon [SV07]. Host[dARBY04]. Hove [Var08b]. Howard [Ano02n]. Hubbard[BP08a, BD03b, DPZ06, HI04, HI05, LW07, Mas05b, PA02b, Riv02, SY08,Uel04, Woj03, Woj09]. Huckel [HRS03, TT05]. Hund [FU05]. Husimi[Luo01]. Hybrid [CPK07, CdO07]. Hydrodynamic [ATH06, AV87, AN00,AN05, BELM00, BCG00, BCG01, CLD05, EG00, Kol04, LCS08, MO09b,Mur01, PhD07, PS03b, PY09b, Sep01, Tid01b, Tid04, TV03, GC08b, AV03].Hydrodynamics[Bob08, DR03b, Grm08, Kuk04, NSCW04, Sai00, SH07, UC07, ZGA02, Dor02].Hydrogen [ABCM08, BGX01]. Hydrolysis [LLV09]. Hyper [Sum05].Hyper-Cubic [Sum05]. Hyperbolic [AP08, AMP04, BD04a, BD09, Bob06,CO08a, CZ09, CNV01, Esc07, HV01, Var08a, Wol06, Wu00]. Hyperbolicity[Bun00, BDP02, SH05]. Hypergeometric [Ric04]. Hyperscaling [Sak02].Hypersphere [Fra07a]. Hyperspheres [BW07b]. Hyperspherical
27
[CG00b]. Hypoelliptic [HP04]. Hypothesis [BGGZ06, ECC03, Tal07].Hysteresis [Bla05]. Hysteretic [SSD00].
I.M [Wei09]. Ice [Dys04, MTS04]. Ideal[Bak03, BP02, CL02, CLS02, FS07a, JS01c, Sam01a, Tel01, PY09a]. Ideas[ISS07, Pey09]. Identification [GR09]. Identifying [Cas02]. Identities[BM04c, CG07, CGG09, DRC04, War01]. IFS [FST06, JR08]. Igor[Git08, Pod08]. II [Roe03, ABC05b, AVZ00, AC01b, AR02, BM04a, BCEP06,BR04, Cas02, DP07a, DLR04b, DKRS02, EK04, FM05a, Fan05, HNO05b,JS01a, JR07, JS04, JKO+01, Mes02b, MM06b, MR05, RC01, RK05, SSH06a,Sos03, Tak09b, WDMB05, Wu00, ZKBG03b, GCU02]. III[Dom04, Cai04, JSS03, KG03, SSH06b]. Ill [Rue02]. Ill-Formulated [Rue02].Images [LK06a]. Immersed [Sam05a, Sam06]. Immune [CGS07].Imperfect [BZ00b, BZ08b]. Implementation [CSP02, Ken02].Implications [JH03]. Imports [Kad03a]. Imprecise [Gal08]. Improved[BR06, LMP05, Sla09a, FPS07]. Impurities [FT07]. Impurity [Sac04].In-Depth [BCF+09]. Inaccuracy [ZW04]. Incidence [BG01b]. Incipient[HS00, vdHJ04]. Including [Opp06b]. Inclusive [PPR00].Incommensurate [Yar08]. Incomplete [FM01a, SD05]. Incompressible[CSN02, Fre03, Fre06, FPSW01, SKT09]. Increase [Bak03, BM05a].Increasing [Jan06b, TV00]. Independent[Ano01d, FLS07, Mol02, SS05, Weh97]. Independent-Set [SS05]. Index[Ano00a, Ano01a, Ano02a, Ano03a, Ano04a, DM06c]. Individual[DHB07, Kad06]. Individual-Cell [DHB07]. Induce [Noz04]. Induced[BG04a, BCC09, BMD00, Dog00a, FW03, FHAY06, Fre01, KS07, NV08,OvWLH00, Pia01, YCCN07]. Inductive [BZ00a]. Inelastic[BLR08, BCT06, BCL08, BCG00, BC03, BGP04, EB02, ETB06, Gar03,GA05, MMR06, MM06b, PT04]. Ineleastic [BCG01]. Inequalities[BDM09, BGH01, BGP04, ES04, Hol02b, MS06b, Sak02, TTK01]. Inequality[BLS04, GII08, HT01, Wee03]. Inequivalence [BB05]. Inertia [Bao00].Inertial [SWK09, TC08a]. Infinite[Aki08, BZ09, BW07a, BP08a, BBP02, BD03b, CGR07, CRV01, DR05,Dim09, DLR04a, DLR04b, DPZ06, Dot04, GL04, HS00, Has00, HNO05a,Jab01, MO01, MSVE07, PS04b, Rei05, RK05, SV07, vdHJ04, Son09].Infinite-Dimensional [MSVE07, DR05]. Infinite-Range [DPZ06, Has00].Infinite-Range-Hopping [BP08a, BD03b]. Infinite-Type [BZ09].Infinitely [BCM02, CM02a, CMS05, GS00, Mag09b]. Inflated [MMR08b].Influenced [GMR06]. Influences [HPK+07]. Information[AC05, Bog09, EMC09, EA04, GOBY06, GII08, HB08, KT06, Luo01, Luo07,LZ08, MN05, Pod02b]. Informational [LZ04]. Inhibition [BBD08].Inhomogeneous [CL07, FJM01b, GJ08a, Lou03, Lou07, Lou08a]. Initial[BGGM04, BKLO00, BKOS07, BLP09, BFPS07, DG09b, DG09a, IS07, Pri03,Sim08, SDC04, TW09, Val09b, Val09a, WX06, Win02]. Initialization[Cai05]. Injected [Far02]. Injection [VPB+06]. Insensitivity [Kom00a].
28
Instabilities [Bob06, DTP02]. Instability [GGZD02, Wag00]. Instanton[DW05]. Institute [Roe03]. Insulator [Noz04, LB04]. Insulator/ [LB04].Integer [MP09, WMDB02]. Integrable[AK07, AR00, AG09, BP01a, CCAD08, Cso00, LS00b, RS05, WNUK01].Integral [AL07, Bao00, CKKC00, MK04, TC08a, Tao01, YS00]. Integrals[AM04, Dub06, FEDZ07, Mas05a, Roe03, Ruz00, Wit03]. Integrated [Naj04].Integration [AK07, Bao04, Sal09]. Intelligence [Kad03b]. Intelligent[Kad03b]. Intensity [GY05]. Interacting [AS05, Ano00h, BM04c, BCM02,CMS05, DFF02, FVE03, GKRV09, GS09, Kol04, Kol07, KP07, KP08b, LS02,LVZ03, LS09b, MP01, Skr03, Sla09a, Too00, Yar05, dSI04, vWR05].Interaction [BT04a, BELM00, BP02, BFT02, CNS08, CGI02, CGG09,Dot04, FL03a, FZS+00, GT06, Mas03b, SK06, Skr00, Var08b, Yan03].Interaction-Flip [CGG09]. Interactions[BGMM03, BBDR05, BDM09, BCC06, BCG00, BC03, BGP04, BB05, CS04,CS09d, ES09, FdL06, Fuk00, GTA09, GM07b, HM00, JM00, Jia08, Kom00a,Kom00b, Kon02b, Lan09, Leg03, MR04, MR05, Per02, Pro07, Roz06, Sut02,TC03, WNUK01, dMG04, BCG01, Pro09a, Shl04]. Interactive[Emc04, New08]. Interest [Mas05a]. Interface[BLM03, Dir04, DFF02, GPT02, GG02, Pen08, PIRB03, VD01, dGNPR04,dHW04, dSWP05, vR01, BELM06]. Interfaces[BG04b, BGLT08, CdlL05, CGG06, CK03a, DMN00, Dun03, Gry01, MC05,MH07, MM05c, RK00, dMG04]. Interfacial [KM08a, KM07].Interferencing [MV01]. Intermediate [Tid01a]. Intermittency[AMP06, BBT03, DR03a, JH03, MDL+03, ND03]. Intermittent [TG02].Internal [HDMF04, MM00]. International [Leb04b]. Internet[Bog04, Sza06]. Interpolating [Bar08]. Interpretation [CW04].Intersecting [FR07, OEB01]. Intersection [KM09a]. Interval[AR06, ACL+09, Gal06]. Intracellular [GS07c]. Intrachain [Per02].Intrinsic [CD09a]. Intrinsically [CK03b]. Introduction [AFG07, Ano00b,Dag03b, DGM04, EvBC02, Mas00, Pod01a, Shl07, Vil06a, Wei05, Rit01].Invariance [AR02, BM08, Ken04, LLSA00, Mat08, PS02c]. Invariant[AYP07a, AYP07b, BF05, Bir06, CLM08, DD04, EL02, EG00, Has02, Hor06,JBKN01, JR08, KK02b, KK02c, PSW04, Too07]. Invariants[BCO04, BV08, Len00, Spo06a]. Invasion [JHA07, dARBY04]. Invasively[Kie04b]. Inversion [Che09a, SB01a]. Investigation [BCC09, NSCW04].Inviscid [CD04, Nad00, Sim08, Win02]. Ion [EE07]. Ionization [FMS04].Ionized [ABCM03]. Ions [Mes02a]. Irreducible [Bar06b]. Irregular[KP04]. Irreversibility [Bro01, Gas04, Gas07]. Irreversible[HPCH00, KZ03b]. ISBN [Dor02]. Ising[Akt01, ABY07, Alb08, AD02, Ale01a, AY01, AYJP01b, AYP07a, AYP07b,BG01a, Bar08, Bax08a, BCF+09, BCO07, Bjo09, BG09, BM02a, BBC+01,BL08c, BC02e, CdlL05, Cam01, CZ03, CAD09, CR05, CP02, Cir02, CGT05,CSM03, Cou06, DM06a, DLP09, Dot06, Fis06a, Fis06b, Fis07, Fis08, FZ03,GHO+00, GOS08, HL02, HRA+04, HvdHS08, HN03, Kas02, KAS03, KZ07,
29
KM01, LLSA00, LPE04, LW01b, Mas03b, MPS02, ND08, ONGP01, PAY09,RS08, RK00, RNVRP04, Roz06, Rut01, Rut08, SSD00, SS00a, SZ03, TPV09,WK00, Wu00, Wu02, Zhi00, vENS05]. Ising-Like [ND08]. Ising-Type[BBC+01]. Islands [GS00, KVM+00]. Isoenergetic [Rue00b]. Isokinetic[Rue00b, ZRA04]. Isolated [AN05, KL06, KL08, Too02]. Isospectral [GS04].Isotherm [San05]. Isotropic [Hem00, Hos00, Lu00, Lu04, Yar08]. Isserlis[MNBO09]. Issue [Vil06a]. Iterated [Ano01d, BBS03, CN01, Weh97].Iteration [Pre05]. Itinerant [MP01].
J [Aba00, AV03, Ano01d, Bog04, BPS03, Cau02b, Fre08a, GCU02, Han02,Opp02a, Opp02b, Pod01a, Pod04b]. J.[Fre08a, GC08b, Hod01, Rub09a, Rug08]. J.-P. [Fre08a]. J.-R. [Rug08]. J.V[GC08b]. Jacobi [KIK08]. James [Dom04]. Jamming [Rit06, JS08c, TB07].Jams [GG01]. Jan [Ano01d]. Janossy [BS03, Sos03]. Jarzynski [GJ08a].Jean [Dor02, Mas02a]. Jean-Philippe [Mas02a]. Jean-Pierre [Dor02].Jellium [Dys04]. Jentsch [Pod07c]. John [Hod01]. Joint [Kul03]. Jorg[Mas02a]. Joseph [Fre08b]. Journal[Ano00a, Ano01a, Ano02a, Ano03a, Ano04a, Bax06, KK02b, Ano00j, Ano00k,Ano00l, Ano00m, Ano00n, Ano00o, Ano00p, Ano00q, Ano00r, Ano00s, Ano00t,Ano00u, Ano01e, Ano01f, Ano01g, Ano01h, Ano01i, Ano01j, Ano01k, Ano01l,Ano01m, Ano01n, Ano01o, Ano01p, Ano02b, Ano02c, Ano02d, Ano02e,Ano02f, Ano02g, Ano02h, Ano02i, Ano02j, Ano02k, Ano02l, Ano02m, Ano03b,Ano03c, Ano03d, Ano03e, Ano03f, Ano03g, Ano03h, Ano03i, Ano03j, Ano03k,Ano03l, Ano04b, Ano04c, Ano04d, Ano04e, Ano04f, Ano04g, Ano04h, Ano04i,Ano04j, Ano04k, Ano04l, Ano05b, Ano05c, Ano05d, Ano05e, Ano05f, Ano05g].Jr [GCU02]. Judged [ALM07]. July [Leb04b]. Jump[BMW09, EK05b, Mas09a, Zab06]. Jump-Diffusions [Mas09a]. Jumps[Cha09, Hor06, SB01b]. Jurg [Sim09]. Justification [dOP08]. Justin[Rub09a].
K-SAT [LP01]. Kac [AVE07, BLR08, BCM02, BPS05, CS02, ER07, Fou00,Fra07b, GR06, GF08, Kul01, Kup04, Ost07, PT04, SW08, WW06]. Kadanoff[Opp01]. Kalman [MN05]. Kampen [Rod02]. Kantz [Pod07c]. Kaplan[ECSB00]. Kardar [BTM+04, SS09c, SMT03]. Karhunen [SS09e].Karhunen-Loeve [SS09e]. Kasteleyn [Arg02]. Kauffman [QAK02].Kawasaki [Ber05]. Kayser [GCU02]. Kazantsev [Vin02]. Keller[Opp04a, HS09b, HvdHMO09]. Ken [Dag03a]. Kernel[BP08b, Kra09, LCS08, SO00a, Shi06a, Yoo07]. Kernels [Str08]. Kerner[Git07]. Khruslov [Ach08]. Kikuchi [Pre05]. Killing [CGS07]. Kimball[DMN00, HK01, LFB04, Mes02b, Woj06]. Kimura [MPD09, PD06]. Kinds[BNZ02, Edw04]. Kinesin [MvW03]. Kinetic[AL01, AMT07, BDL06, Bal00, BELM00, BCG00, BCG01, BV08, BM02a,CT07, CIS01, Cer05a, CPT05, Del05, DR01, Dog00a, FPS04, FZS+00, GC08a,GW00, GP04, HR06, HS09a, HD02, KCK07, KL06, KL08, LS09b, MT08,
30
Nou02, NOV04, Opp04d, Pan02, PT06, PO07, Pol00, SNC05, SB01b, Str06,TJ08, Tid01b, Tid04, WW05, ZK00, ZGA02]. Kinetically [TB04, TBF05].Kinetics [Ano01c, Buc07, FSG08, Kup04, MR01]. Kingdom [Bra02].Kinzel [KK00b]. Kirkpatrick [CC09, CGT05, Led00, Pan08, WB04].Klages [Wei09]. Klein [CP02]. Kleinert [Hol02a, Wit03]. Klinkenberg[PO07]. Knots [OSv04]. Knotted [Hol02c]. Knudsen [ABT03]. Kohn[PN03]. Kolmogorov [CD05, HD09, Kor00]. Kondo [LK06b, Mal07].Kontorova [CM05]. Korteweg [BKLO00, Gar01]. Kosterlitz[GTZ02, MM05b]. Kotecky [Sch06]. Kotecky-Shlosman [Sch06].Kottegoda [Mas09b]. KPZ [ALS06a, PS04a]. Kraichnan[AH07, EX00, Fan04, FJMR02, GH04, KMG07, Vin02]. Kramers[Fre04, Luc08b, Ste04, TTNK06]. Kronig [Luc08b]. Kubo [DB02].
L [Spo03]. L. [Gar08]. lacunary [HO09]. Ladder [BGOY04]. Ladders[BdGM01]. Lagrangian [KK02b, BCG08, BZ03, CGH+03, CG09, HPWW03,HPCH00, KK02c, MDL+03, PS03b]. Lagrangian-Averaged [HPWW03].Laguerre [DGKV07]. Laguerre-Type [DGKV07]. Lamellipodium[JAWC08]. Laminations [dlLV07]. Landau[Rap01, BR04, EMO08, FJMR03, GM03b, WBE02]. Landauer [KN03].Landscape [BCF+01, FW07]. Landscapes [HNOV07, Pod07a, Yip06].Lane [BKNS01, JNH+09]. Langevin[Bao00, Bao04, BL06, EK03, Far02, Gra00, JAWC08, Mag09b]. Langton[Boo01]. Laplacian [Lou08a, FPD01, Lo08, Lou03]. Large[Ano01d, AP06, BH08a, BBDR05, BGL05, BS09a, BD06c, BL08a, BET00,BZ08b, CL00, CE02a, CGV02, CLM05, DM08, DLS02, DLS03, EK02, EK04,EHT00, ED04, EMH04, GLM02, Has00, KNST09, LS00a, LS02, LRB05,NR04, Par08, PS03b, SJ02b, SM06, Shi06a, Tal07, Tin03, Too02, Too08,VEW08, VB07, Wat04, vWR05, Weh97]. Large- [Has00]. Large-Distance[SJ02b]. Large-N [SM06]. Large-Time [CGV02]. Largest[BFP08, NNR09, Sos02, vZvB02]. Lars [Ano04m]. Laser [EK00, ZF09]. Last[BJ06, FR07]. Late [Hod01]. Lateral [HM00, QLAS02]. Lattice[Aba00, AFN00, Ano00g, AK02, Asa00, BP01a, BDG+06, BD02, BL08a,BCKM00, Bro01, BMD00, Cai05, CPK07, CGGP04, CJS01, CSS02, CS03a,CJSS04, CS08a, CS09b, CL06, CSP02, CSN02, CM02b, CRV01, CN01,DMS02, Del05, DM06b, DLS07, DA03, DH04, EE07, FK02, FR07, GLMSR07,GZ01, Giu09, GT06, GM00, HD02, HN03, HRK+05, IVZ06, JS01a, JSS03,JM00, Jen01, Jia03, JY05, KPT05, Keh05, KTH+05, KMP+07, LV01, LRY05,LRB05, LPE04, Liu09, MO09a, Mas02b, MB02, MS02, MZ02b, MMR08b,MS08a, MGT07, MO09b, Mun07, NOS06, Nag03, NDC02, NSCW04,ONGP01, OC05, PVV02, PhD07, PBFC05, PG99, PG00, RSMJ+02, RS09,Rhe05, SSD00, Sak00, Sak06, Sak07, SS01, SS09c, SO00a, SO00b, SO02, SS05,Sea02, SK07, Ser06, Shn03, SNC05]. Lattice [Sid05, Skr00, Spo06b, Spo06c,SAPD05, SSK02, SFCO02, TPV09, TB04, TBF05, TK02, WP02, Wu02,WP03, YHD02, Yar05, Yep02, aYL05, Zha00b, ZQS+05, vWR05, Dor02].
31
Lattice-Boltzmann[DA03, HRK+05, LV01, Mas02b, NDC02, RSMJ+02, Rhe05]. Lattice-Gas[DMS02, LPE04, PG99, PG00, Sak00, Yep02]. Lattice-Gases [BD02].Lattices [BBC+01, BK01b, BC02e, CS09a, CNV01, CSM03, DR06a, Elo08,Fin03, Jus01, LL00, LMZ00, Luc09b, MS06a, Par08, PVV02, Pre07,RNVRP04, RD08, Rug08, SJ01b, Sum05]. Laudatio [Leb04b]. Law[Aki08, Ano01d, BZ03, BO05, BLL04, DMSR03, DT00, GPL04, Lin08,Man03, ND03, O’C06, Sod09, Sod17, Too08, WA09, Weh97]. Laws[BLP09, KMG07, LRM06, MR01, NOV04, SF07b, SV07, Tid04, TV03, WX06].Lax [Mas08]. Layer [ABT03, CRT00]. Layered [Ewo01, Fre08a, Sak04a].Lead [Fra07a, Fre03]. Leading [MZ02b]. Learn [BCK00b, DHB07].Learning [Bal09, Kan01]. Least [Kie04b]. Leaves [SS00b]. Lebesgue[CK03b, FW03]. Lebesgue-Measure [FW03]. Leblond [Pod04b]. Lecture[Pod01a]. Lectures [WW05]. Lee [Opp02b, BG01a, Car03, Jaf03]. Lees[WP02]. Legacy [Kie04a]. Lemma [SS05]. Length[FM05a, Fra07a, MS06b, San05, Too04, Zab06]. Lengths [Che05]. Leo[Opp01]. LERW [BBK08]. Lesne [Opp09]. Let [BM01b]. Letter [RT08b].Letters [Dom04]. Leuzzi [Gar08]. Lev [Rub04]. Level[BG00a, BG04a, Gen04, MS05a, Yip06]. Levels [BR04, EGGI01, NSS04].Levy [Bar04, CGK+04, DM06c, EK05b, Kol07, MB06, PS08b, CD09a, EK03].Levy-Driven [EK03]. Levy-Process [CD09a]. Liapunov [CE04]. Library[BC02e]. Lie [Nam04]. Lieb[Ano03n, ES04, Hag07, Han06, Leb04b, RS09, Tia04, Yng04]. Liesegang[Dro00, HvdHMO09]. Life [Mer03, Shl07]. Lifschitz [FJMR03]. Lifshitz[CGV02, LM02, Naj07, Naj08, Vel00, Zhi00]. Light [GG00]. Like[BBS04, Bjo09, BG06, FK00, KL03, LR02b, MNP08, Mis06, ND08, PT06,Rue02, SLA02, Tid04, TM08]. Like-Charged [SLA02]. Limit[AGY02, And08, AN00, BTT07, BGW01, BJ08, BFP08, BM02b, CR07,Cam05, CFN06, Car07, CD09b, CC09, Che05, CS08b, CLD05, CG04, CS09c,CEO07, DVE07, DR01, DGR08, Dim09, Dir04, Dog00a, EA04, FF04, FP04,GTW01, GPL02, HR06, HS00, HMH05, HS09a, JSS05, KS02, Kie09c, Kol04,Kuk04, KM00, Lan09, LP01, LCS08, Lou03, Lou08a, LS09b, MDB00, Mur01,NNR09, Ost04, Ost07, Pen01, Pey09, Rid03, Rit06, Rue00b, Sac05, Sam07,Ser06, Shi09, Sut03, SV07, Tid04, TV03, WW01, Win02, vdHK08].Limitation [EA07]. Limitations [HDMF04, vWL00]. Limited[AFN00, LK09, MM00]. Limiter [WS02a]. Limiting[BR00a, BKLO00, dBR08, DGM07a, DGM07b, GW00]. Limits[Ano00h, AN05, BK02, CJM09, CEFM00, CS03a, CS03b, Cso00, Fan05,GJ08b, GJ08c, JMU05, Kra03, Lou07, Mor07, Tid01b, Var08b, WX06].Lindblad [Bud08]. Line [BL09, BCKM00, BC02e, CMN06, DS07, FVE03,GLMSR07, GS04, HC08, MM08, NOB00, PTZ03, PH01, Sui00, WP03].Line-Graphs [PTZ03]. Linear [AL07, ADLM01, AVBM06, BMW09, Bar04,BKLO00, BKOS07, BM00, BMN07, DR01, Erd02, ECSB00, GZG05, JOP06,KP06, KL06, KL08, LT04, Pod06b, Ryc08, Skr00, Skr03, SD05, TG02, Yos08].
32
linearity [Eps06]. Linearized [CT07, Sha10, Tak09a, Tak09b, Tak10]. Link[Spo06b, Spo06c]. Linked [Cam01]. Linked-Cluster [Cam01]. Liouville[BHPH01, CNV01, Dog00b]. Liouvilleans [JP01]. Lipid [GS03b]. Liquid[CK04, DTY02, DRC04, DD06, GPT02, HD03, KW00a, Mas05b, PIRB03,SMRK+02, SBG03, dMG04]. Liquid-Vapor [dMG04]. Liquids[Bol09, FM08, Git09]. Lisbon [Leb04b]. List [Ano01q]. Littlefield [Kad03b].Lobachevskij [Mez01]. Local [AS06, BBD08, BFT02, BK07, DR03a, GJY04,LR02a, LCS08, RY07, SS05, SDBS07, Too08, Tah09]. Locality [Ber07].Localization [And05, BLM03, BG04b, BK01b, CdO07, Che05, DG00, Eps06,FLM00, FKS08, GK06, GL04, GM00, KBS02, KP08a, Nak06, WZ09, Yip06].Localized [dHP09]. Locally [Too00]. Locating [PF07]. Locking[Bar06b, KM08b]. Loeve [SS09e]. Loewner[BBK05, Ghe09, GK04, KNK04, Ken04, Ken07, Ken08, Ken09]. Log[FJM01a, Sam01b]. Logistic [FJ05]. Lognormal [Ost04, Ost07]. Long[BBDR05, BELM00, BCC06, BP01b, BDLvW08, BP08a, BC09, BB05,BCS07, BCM02, CT07, CM02a, CMS05, DMP05, Erd02, FF00, Fin03, FW06,Gar01, Giu09, HvdHS08, KBS02, Lu00, MP01, Mis06, Naj04, Nol04, PDvB00,RS08, SS04, Shl04, Skr03, Sme08, SZ03, Tel06b, Tor04, Tur03, WNUK01,WZ09, dZS04]. Long- [HvdHS08, Tel06b]. Long-Distance [BP01b].Long-Range [BBDR05, BCC06, CMS05, MP01, Nol04, RS08, Shl04, Skr03,WNUK01, Mis06]. Long-Ranged [dZS04]. Long-Term [FF00]. Long-Time[BC09, Fin03, FW06, Gar01, KBS02, Lu00, SS04, SZ03]. Long-Time-Tail[PDvB00]. Longest [AMV08]. Loop[DFM01, FLW08, Gra09, HL08, KM07, Law09]. Loop-Erased[FLW08, Gra09, HL08]. Loops [CN04a]. Loopwise [Cai04]. Loose[AR09, CM04c, OSv04]. Lorentz [BHPH01, BBP02, BDL00, BK03b, CG00c,CEMM09, KD00, KPvB06, LLMM03, PDvB00, RKH00, RKN00, SV07].Lorenz [JW00, Luc09a]. Loss [CRV01, FM05b, KT06, Kom07]. Loss-[Kom07]. Lotka [MGT07]. Lovasz [SS05]. Low [ABCM08, AH01, AMP06,BM04a, BCEP06, BW07b, BFT02, BM02b, CF03, CLM07, CR05, CHNO06,DLR04b, GM07a, KS02, Lee05, SY08, TTM+01, CR01]. Low-Density[KS02]. Low-lying [Lee05]. Low-Mass [BFT02]. Low-Temperature[ABCM08, BM02b, CR05]. Low-Volume-Fraction [CHNO06]. Lower[BR06, BK01a, CLT07, MS01]. Lowering [DN03]. Lowest [Shn03]. Lowner[KN04]. LRO [Skr00]. LSW [HNO05a, HNO05b, NP01, Vel08]. Ltd [Roe03].Ludwig [Ano00e]. Lunch [Kad03b]. Luttinger[Ano01q, FM08, Gal01, Hod01, Mas05b, Mat01, Sha01]. Lyapunov [BJ02,BDP02, DR03a, DJZ00, EG00, EFPZ05, Gam03, GvB02, HPF+02, IK09a,KPvB06, PDvB00, Pan02, RM08, SJW07, STV02, TDM02, Wag00, vZvB02].lying [Lee05].
M [Dom04, Han02, Hod01, Mas03a, Opp02a, Opp09, Pod04a, Roe03, Shl04,Wei02, bA09]. M. [Bog09]. Machlup [Sin08, TC07]. Macroions [MNP08].Macromolecular [SO08]. Macromolecules [Hem00, Mez01].
33
Macrophysics [Spo03]. Macroscopic[BDG+02, BDG+09, DMN06, LS00a, LS02]. Made [Opp04c]. Maejima[Taq04]. Magic [Rei00]. Magnetic [BLS04, BEPK+02, BCZ04, BR04,CS09b, CGT05, ES04, FZ03, HY04, KMSS01, LW07, Sac04, dPG04].Magnetism [AFFS06]. Magnetization[CSZ00, ER07, EMO08, Kas02, Nic01, PH01]. Magnetohydrodynamic[AH07]. Magnetostriction [SZ04]. Magnetotransport [BHPH01].Magnets [FBG02, FRZB09]. Majda [CLM08]. Major [Lan06]. Majority[dSFM02]. Majority-Vote [dSFM02]. Makoto [Taq04]. Man [Ano00e].Management [Mas02a]. Mandelbrot [Mol02, SM01]. Manifold[DW05, GS04]. Manifolds [MAOB01]. Mantegna [Mas00]. Many [AH03,CMS05, CEMM09, Gal01, GS00, HC08, HPF+02, KW00b, PA02b, TDM02].Many-Body [HPF+02, KW00b]. Many-Particle[AH03, CEMM09, TDM02]. Many-Polaron [PA02b]. Many-Sided [HC08].Map [AS03, Bal00, BBC+01, FJ05, Jus01, Rug08, SJ01b, TG00, TG02].Maps [AP06, Bal00, Dys05, FW03, GK04, Hao05, Hat07, JBKN01, KS00,KKS05, PZ06b, Var08a, HV01]. Marc [Mas02a]. Marchenko [Ach08].Market [CPT05]. Markets [CPP09, Por04, Por06, Wit03]. Markov[Ada01, All08, BMW09, BI06, BS08, CU03, DVE07, DZ01, DR06b, FGC09,FM01c, GJQ06, KS09, Kol07, LARvW07, MvW03, Rom08, Sch01, Sch06,Sch08, SC09, VB08, ZKD05]. Markovian [AL03, Bao04, BL06, Bud08,CD04, CDA09, DD09, Fin03, Gas04, Gas07, MR01, PM05, vWL00]. Marro[Aba00]. Martingales [BBK05]. Mass [BTT07, BFT02, CD09b, HD03,Jab01, Kom07, LL02, Mur01, NP01, RM00, Sak07, Sui00]. Mass-action[Kom07]. Massive [CAD09, CL02, CLS02]. Massless [Sak09]. Master[AL03, DDM08, KCT08, Los05, vWL00]. Mastroprieto [Rub09b].Matching [Cag02, CR05, FKLM08, Mun07]. Material[BC02b, Cer01, Ram07]. Materials [BCT03, GAD06, Vil06b, Sah02].Mathematical [Aus00, GMW02, HS08, Hep09, HvdHMO09, JP02, Leb04b,WE07, Yng04, Zwe05, dOP08, Ton08a]. Mathematician [Mau08].Mathematics [Vil06b]. Mating [Nor09]. Matrices[AFNvM00, AK07, ABS01, BG01b, CAC02, CS09b, CCM00, ES07, FM09a,FM09b, HKT01, HJ05, JS01a, JSS03, JS06, LP08, LP09, PS07b, SS01, SS09b,Shc09, Sin09, Sod09, Sos02, Sod17]. Matrix[AS06, Bax04b, Bax06, Bel04, BFP08, BP08b, BEK+07, CGI02, CDG07,EFM09, FW07, LB04, Luo01, LP09, MZ02b, Nag07, NNR09, PS08a, RS05,Ric04, SO00b, SO02, SM06, Str08, WS02b, XKHK08, dSI04]. Matter[AR09, Han02, Mat01, Pom05, Rad08a, Rit03, Opp06b]. Mattis [Opp04c].Maximal [BL08c, vDHR06, MC05, Zha00b, vdHK08]. Maximization[Att00]. Maximum [BET00, EK06, Kaw06, MCZ06, MK04]. Maxwell[BCT06, BC02d, BG06, FM01c, Gar03, GA05, Jan00a, Dom04]. Maxwellian[BD03a, BC09, CL03]. May[Leb04a, Leb05c, Leb06c, Leb07c, CRVV09, CU03]. Mayer [BMA02]. Mazo[Wei02]. McKean [GR06]. Mean
34
[Bar06b, Bar08, BCC06, CR07, CGI02, De 07, DG08, DGR08, DLP09,DMP05, ES09, FT06, HvdHS08, Kad09, KHV00, KS06, Kul03, KC03, Lan09,LW07, LPE04, Nad00, NS02, Pey09, RT08c, Rat09, Sak01, Sak04b, Sla09a,Suw09, ZS02, dARBY04, dPG04, AC01a, CW04, DWMB05, Sak05].Mean-Field [BCC06, CR07, DGR08, HvdHS08, KS06, Lan09, LPE04, Sak01,Sak04b, Sla09a, ZS02, AC01a, DWMB05, Sak05]. Mean-Motion [Nad00].Mean-Spherical [KHV00]. Means [DN04]. Measurable [JR08]. Measure[Aki08, BBS04, CLM08, EFM09, FW03, HS09b, Hor06, JBKN01, KK02b,KK02c, Law09, LTWW02, Mol04, Rei08, Too07, ZZ06]. Measurement[DGZ09]. Measures [BS05, BF05, BCK04a, Bir06, BCL+07, CLM08, CT04a,Cha00, CU03, DD04, EL02, FLR03, GT02, HO09, JR08, Jia03, JL00b, Jun03,KP07, KP08b, Kul03, KM00, LM01, Mec01, Mol02, MR04, MR05, RS04a,Roz06, Sak00, Str08, Wol06, You02, vEK07]. Measuring [BVBF01].Mechanical [BCC09, HK02a, KNST09, MH07, Par08]. Mechanically[SSS07]. Mechanics [Ano00x, Ano00y, Ano01u, Ano01v, Ano02n, Ano03m,Ano03n, Ano03o, Ano04m, BD06a, BBK05, CP03, CMSR05, Dag03b,Dom03b, Dud07, DGZ09, ES03, Gal08, GS07b, GR09, HPCH00, HB00, JP02,Kan01, KNP07, Leb04a, Leb05b, Leb05c, Leb06c, Leb06b, Leb07b, Leb07c,Leb08a, Leb08b, Leb09b, Leb09c, Luc08b, Mas02a, MV07, New08, Opp02a,Opp04c, PV02, Pod01a, Raj09, Roe03, Rue00a, Rue02, SC01, Spo03, Swe02,Tah09, Wit03, dlLV07, vK04, Ton08a, Opp03b, Opp09, Opp07]. Mechanism[Son09, SBSAD07]. Mechanisms [CRVV09, FK09a]. Medal [Leb04b].Media [BNZ07, Ewo01, Fan05, GOSG00, PO07, RS04b, Sam09, SvL02,VD01, Fre08a, Pod06b]. Mediated [JHA07]. Medium[BMP07, CS08b, Cor05, MO09b, dHW04]. Meester [Bog09]. Meeting[Ano02n, Ano03m, Ano03n, Ano03o, Ano04m, Leb04a, Leb05b, Leb05c,Leb06c, Leb06b, Ano00x, Ano00y, Ano01u, Ano01v]. Mehta [BR05b].Meijer [Pod04b, Rod02]. Melt [MS02]. Melvin [Mas08]. Membrane[EE07, HS04, SWF07]. Membranes [Koi07a]. Memories [GL01a]. Memory[EMMZ06, FM05b]. MEMS [NDC02]. Mendes [Bog04]. Merits [HDMF04].Meshkov [GGZD02]. Meshwork [Koi07a]. Mesoscopic[CPP09, DDMSR04, GS07c, KPT05, KLL05, WHI02, dMG04]. Messy[Rue02]. Metal [Noz04, SJ01a]. Metallic [FU05]. Metals [MN04].Metastabilities [KS07]. Metastability[BM02b, BdMR03, Cir02, CN03, CNS08, GS01, MNOS04]. Metastable[BS09b, HMG08, LPD08, MO01, TNK04]. Methanol [PIRB03]. Method[AK02, Asa00, BBLS05, Bol09, CSP02, DA03, EK06, FBG02, FRZB09,FM09b, Fuk03, GK09a, JHW09, LB04, Lo08, MAOB01, MP03, NAS02,Pan08, PF07, Pre05, Rhe05, Roz08, Saa07, Tia04, WS02b, YHD02, ZQS+05].Methodology [Suz03]. Methods[Ano00c, KLL05, LdOP00, VB08, WE07, KP01a, LPdO01, Opp03a]. Metric[San05]. Metrics [BCT05, BCT06]. Micellar [Mez01]. Michael[Ano03m, bA08]. Michele [Mas09b]. Microcanonical[CETT05, KPH00, KP01b, Kie09c]. Microchannels [ZQS+05]. Microchip
35
[EK00]. Microflow [SNC05]. Microflows [SSK02]. Microgravity [AC03].Micromagnetics [KPT05]. Microphase [CR03]. Microscopic[Bal01, BR05a, BCF+09, BO05, BD01, BM05b, CG00c, DC00, JS04, Mal05,MDB00, Sam00, Zab08]. Microswimmers [PY09b]. Microwave[FHAY06, SL02]. Microwave-Induced [FHAY06]. Migration[QLAS02, SBSAD07]. Mills [GW09]. Milne [AN00]. Mimicking [GAV00].Min [KMP+07, Mas08]. Min-Protein [KMP+07]. Minimal[BP01a, CdO07]. Minimum [BDG+04, MBL08, PZ06a]. Minus [KM01].mis [Por06]. Missing [Jan06b]. Mixed [AY01, BdGM01, BGOY04, BCS07,BCS09, EHT00, LB04, MNBO09, NKC00, RR01]. Mixed-Range [BCS09].Mixed-Transfer-Matrix [LB04]. Mixing[AP08, BK09, DKRS02, FM05b, GGZD02, KO05, PS06]. Mixture[CC00a, YS00, BELM06]. Mixtures[AAP02, ABT03, BG06, CMSR05, CC00b, FHL03, FV02, GCU02, Gar03,GA05, GM07a, Hem00, OP04, PP01, PPR00, PIRB03, SK06]. Mobility[DG01, KO05]. Mobius [CP02, PM04]. Mode[FV02, GvH07, HD03, KK02a, KM08b, RM08, Yip06]. Mode-Coupling[FV02]. Mode-Locking [KM08b]. Model[ADG00, Akt01, AD02, Ale01a, AY01, AAP02, AVE07, AN00, ADLM01,AYJP01a, AYP07b, ACL+09, BR00a, BJ00, Bal01, Bal04, Ban05, BG01a,BBBF06, Bar08, BLR08, Bax00, Bax03, Bax04b, Bax05, Bax06, Bax08a,Bax08b, Bax09, BKNS01, Bel04, BHS07, BBS04, BG04a, BO05, BBD04,BBD08, BGL05, BD03a, Bir07, BCT06, BCK00a, BK01a, Bjo09, BG09,Bla03, BL09, BHPH01, BM02a, BP08a, BMP07, BCKM00, BKM02, BC09,BC00, Bou07, BL08b, BL08c, BM00, BNZ02, BD03b, Cac08, CKSZ06,CLM08, CN04b, Cam01, Car06, CAD09, CRVV09, Cha09, CSS02, CJSS04,CS08a, CS09b, CC09, CCIL08, CR05, Che05, CP02, CK04, Cir02, CGK09,CGT05, CPV08, CLT07, CMN06, CPT05, CSM03, Cou06, DMN00, DW05,DM06a, DM08, DFM01, DM09, DMP+04, DLP09]. Model[DLR04a, DLR04b, DSZ07, DMP05, DPZ06, Dot04, ER07, EG05, EX00,FM01a, FM03, FM05a, FM09a, Fan04, FPS04, dSFM02, Gal01, GLMSR07,GRU07, GTA09, Gat00, GH04, GJQ06, GAV00, GS07a, GS03b, GPM+05,GG00, GG06, GOS08, GK02, GT04b, GR00, HRA+04, HT01, HK01, HD03,HS09a, Has02, Hei04, HDMF04, HWB01, HvdHS08, HvdHMO09, HI04, HI05,HN03, HK02b, HAG02, HMG08, ICO02, Iof02, JSS05, JR07, JL01, JAWC08,Kas02, KS06, KPT05, KK02a, Kaw03, KCK07, KRT00, KAS03, KK08,KW02, KM06, KZ07, KK00b, KM09b, KTH+05, KM01, KMVE03, KMP+07,KR06, Kul01, KMG07, Kur03, LLSA00, LW07, LMP05, Led00, LFB04,LRB00, LPE04, Liu09, LK06b, LR06, LW01b, LD01, MvW03, MKB00, Mal07,MO01, MCG08, Mas02b]. Model[Mas05b, Mat01, MPS02, Mec01, MZ02a, Mes02b, MM06a, MS02, MV03,MZ08, MO09b, Nad00, NAS02, Nak06, NP01, ND08, Nor09, ONGP01,OBB03, Pan08, PS02a, Pat07b, PAY09, PdKV09, PBFC05, PG99, PG00,Pri00, PS06, PA02b, PVZ05, PT04, PY09b, QAK02, RS08, RRS+00,
36
RGRTS06, Riv02, Roz06, Rut01, SSD00, Sak00, SS00a, Sam01a, SJ01a, SI04,Sch07, SMS09, Sea02, SK07, SY03, SY08, SEZ05, Shi06b, SNC05, Sig09,SvL02, SB01b, SZ03, SLA02, Suw09, TTK01, TM02, Tid01b, Tid04, TPV09,Tor04, TK02, Tum06, TE00, Uel04, VD01, Vel00, Vel08, Wat04, WD01,WK00, Woj03, Woj06, Woj09, WB04, WK04, XKHK08, Yan03, Yep02, Zab06,Zah02, ZKBG03a, ZKBG03b, Zhi00, ZF09, ZJ00, dARBY04, dGNPR04].Model [dMG04, vENS05, vSC00, JR06]. Model-Based [CRVV09].Modeling[BEPK+02, GS07c, Hol07, KPT05, KTH+05, VTM00, YCCN07, PhD07, Shl05].Modelling [CPP09, Emc04, GAD06]. Models [Aba00, AH03, Ano00g,AMT07, Arg02, AYJP01b, AYP07a, BZ08a, BS07, Bax02, Bax04a, BP01a,BCO07, BV08, BIV01, dBR08, BCFP05, BZ00a, BCS07, BCS09, BR04,BD05, BC02e, CdlL05, CZ03, CCAD08, CM05, CF03, CK03a, CSZ00, CL06,CG04, CC00b, Cor04, DMS02, DMPV08, DMPV09, De 07, DMR05,DGM07a, DGM07b, DP03, DH04, DHB07, EGGI01, FF04, FKO03, FK09a,FR07, FT06, GZ01, GG02, GM07b, GTW01, GP04, HK02a, HD02, vDHR06,Hos06, Ito02, JS01a, JSS03, JS06, JKO+01, KKT00, Koi07a, Kol04, Kom07,Kul03, Kup04, LRY05, LZGM04, LL02, LY07, MP01, Mal05, Mas03b, MT08,MRTZ03, MGT07, MR04, MR05, MPD09, New00, NSCW04, PT06, PD06,PS08a, Pey09, PS02b, Pro07, Pro09a, RM00, RY07, Ric02, RG04, Saa07].Models [SD09, SS01, SS09b, Sam05b, SCM04, Shl07, Sla09b, Tid01a, TBF05,TV02, Wu00, Wu02, aYL05, dlLV07, Git07, Ton08b]. Moderate [BW07b].Moderately [Coh09, Coh10]. Modern [Git08, Lan06, Opp05, Pod08, Roe03].Modes [EG00, EFPZ05, FGR03, Gra00, HPF+02, OT03, Raw03].Modifiable [Fei03]. Modified [Kar07, LLMM03, Lu00, Lu01, Sme08].Modular [HMH05, KZ03a]. Modulated [GTA09]. Modulation [DB00].Molecular [Ano00b, Ano00f, Buc05, CLK09, Har08, HPCH00, HHB09,Jan06a, KL03, KC03, LNT09, Li07, LJ03, LL08b, LL09b, LLV09, MKL08,Pod07a, Ric00, YFP00, Zha09, Dag03a]. Molecule [SKM04]. Molecules[BD03a, BC02d, CL03, FM01c, SWF07, vK02, KIBG+06]. Moment[BDL06, BC02b, BGP04, DR03b, JS01b, KMST00, Kar07, Str06]. Moments[BG01b, Lin04, Mec01]. Momentum [Mur01, PO07]. Monatomic [FS07a].Monday [Leb07b, Leb07c]. Monolayer [GS03b, Pen01]. Monopole [Li06].Monotone [FV02, GI08]. monotonic [ATH06]. Monotonicity[CG04, Kie09a]. Monte[Rap01, AER05, BLM03, BW07b, BR01, CG00a, FPS00, GM00, HRA+04,HGST00, Ken04, Lia06, RT08a, RNVRP04, SD05, SW08, WS02b, Ano00c].Morphology [BPS06b]. Mortal [LK09]. Mossotti [BM01a]. Most[ER00, Par08]. Motility [MKL08]. Motion [Bao01, Bir07, BdMR03, CL02,CD08, DTY02, FL03a, GPL02, HB08, KT07, KM09a, LNM06, MK04, MG02,Nad00, Ruz00, Wei02, dG05a, dG05b, BELM06]. Motions[DM06c, FK00, GF08, Kol08, Shi09]. Motivated [AFFS06]. Motor[KC03, LJ03, WLTH07]. Motors[CLK09, GJQ06, KL03, LL08b, LL09b, LLV09, MKL08, Sla09a, WE07, Zha09].
37
Moussa [Hag07, LS04b]. Move [Boo01]. Moves [SDBS07]. Moving[CO08a]. Moyal [Fan05]. Multi [AS02, BZ08a, BBS04, De 04, DHB07, EA04,FF07, FH04, FLM00, Iar01, KK00a, Kon02b, Mas02b, Sak04a, dHW04].Multi- [FH04]. Multi-Cellular [DHB07]. Multi-Component [BZ08a].Multi-Dimensional [FLM00]. Multi-Fractal [AS02]. Multi-Information[EA04]. Multi-Interface [dHW04]. Multi-Layered [Sak04a].Multi-Overlap [De 04]. Multi-particle [Iar01]. Multi-Scale [BBS04].Multi-Species [KK00a]. Multi-Speed [Mas02b]. Multi-State [Kon02b].Multi-Type [FF07]. Multibaker [TG00]. Multibody [BP02].Multicanonical [KP01a, LdOP00, LPdO01]. Multicolor [DH08].Multicolour [DM06b]. Multicomponent [MPSW00]. Multicritical[Aha03]. Multidimensional [GJ08a, LRM06, Tid04]. Multifractal[BS08, BB09, Ber03a, Hos00, Man03, Ost04, PR07]. Multifractality[CNV01, Dup03, FM02b, FKM05]. Multifractals [Ost07, TB06]. Multigrid[BR01, TKR02]. Multigrid-Solver [TKR02]. Multilayer [DR06b, HSA00].Multilinear [LP08]. Multiparameter [KKS05]. Multiparticle[PG99, PG00]. Multiphase [HD02]. Multiple[AN05, Bal04, BBK05, CEO07, KM09a, Mur08, ZKBG03a]. Multiplicative[Bao01, BR05a, BBT03, Piv03, SM06]. Multipliers [CE04, Suz01].Multiscale [DSC02, DVE07, GAD06, PS07a, SO08]. Multiscaling [BC01].Multispecies [EFM09]. Multitype [GZ01]. Multivariate [SM06]. Murad[Nol04]. Music [Zwe05]. Mutation [CF03]. Mutations [Kom07]. Mutual[GOBY06]. Mutually [CMS05]. My [Mer03, Sin02, Swe04]. Myxococcus[SBSAD07].
N [Bog04, Han02, Mas00, Rod02, SM06]. N.T [Mas09b]. Nagle [Swe04].Nano [KC02]. Nano- [KC02]. Nanomagnet [Mat04]. Nanoscale[FL06, HM00, KVM+00]. Nanoscopically [AB09]. Nanosystems [Uma09].Nanotubes [BVBF01]. Narrow [SSHE06, SSH06a, SSH06b, KIBG+06].Nary [Kol04]. Natural [Aus00, LK06a, Pre05, Rue00a]. Naturally[CRVV09]. Nature [DJ04, JPZ09, Kul01, Luc08a, Mas09b, Pod07c]. Navier[Sin05, Bak06, BKL00, Che09b, CLM05, DGR08, DLS09, FJMR02, GM07a,HPWW03, KP05, Kuk06, LL08a, Mat02, MS05b, Rom04, Rom08]. Near[AC01a, AC01b, AC04, BG04b, CFN06, CJM09, DA03, DOS01, EMO08,HGST00, Jia07, LD01, FN00, Ler00, Wu09]. Near-Critical [CFN06, CJM09].Near-Planar [DOS01]. Near-Vacuum [Jia07]. Nearest[BBD04, CL07, DF02, DH08, DJ07, MPS02, Skr00]. Nearest-Neighbor[BBD04, DH08, DJ07, Skr00]. Nearly [Ale01a, EK00]. Necklace [DDH06].necks [KIBG+06]. Need [Adi04]. Needles [HRS03]. Negative[BR00b, CM04c, GK02, Hos06, Lee09, Man03, O’C01, Riv04]. Neighbor[BBD04, CL07, DH08, DJ07, MPS02, Skr00, TC03]. Neighborhood[CEO07, SDBS07]. Neighbors [DF02]. Nelson [Rit03]. Nematode [MV03].Net [TW03]. Netherlands [GCU02]. Nets [Bog04]. Network[AH03, AG07, BB03, GPM+05, HAG02, LL08b, LL09b, OEB01]. Networks
38
[Ano01b, Ber03b, BK04, Bog04, Bog07, Bog09, CPK07, dFCS06, DOS01,DS07, EZ04, FFN09, GGL09, LB04, LJ03, MNV03, Paj07, RSV09, SMS09,VB07, VB08, bA09]. Neumann [Cas01, Cas02, GI08, MR04, MR05]. Neural[HAG02]. Neuron [GAV00, GR00]. Neutral [EA07, HK01, LB01]. Never[KIK08]. Newtonian [OC05]. Next [TC03]. Nieuwenhuizen [Gar08].Nilpotent [Piv03]. Ninth [CM06]. Nishimori [Pod02b, CMN06]. NJ[Opp04d]. NLS [AGT07]. No [FG08a, MRV02, Kad03b]. Noise[AMP06, Bao01, Bao04, BR05a, BG04a, BCC09, BD01, CL00, DD09, FW03,Fan05, FJ05, Fre01, FNO06, FG00, GMR06, HAG02, JHA07, KK08, LNM06,MM05a, QAK02, Rom04, Rom08, SM06, SPVV00, Val09a, ZF09, vK04].Noise-Induced [BG04a, BCC09]. Noises [MDW09]. Noisy[Ber08, Gas02, Mas06]. Nominations [Ano00i]. Non[AL03, AH03, AP06, ABS01, AP03, Bao04, BP02, BDG+02, BDG+04,BDG+06, BC02d, BDLvW08, BL06, Bou07, Bud08, CCMT09, CG09, CSN02,CCM00, Coh09, Coh10, CS04, CS09d, DR03a, DLM05, DJZ00, Eps06,FGC09, FNP07, Fin03, FR07, FM01c, FP04, FdL06, GS03a, GS01, Has01,vDHR06, HV01, HO09, Jaf03, JP02, Jan06b, Kas01, KZ03b, KTZ06, Kul03,LPD08, Lat02, LCS08, Luc08b, MRS07, Mas03b, MZ02a, MR01, Naj08,NKC00, Opp04b, OC05, OEB01, PS07b, PY09a, RB08, SWK09, SJ01b,Sch08, Sig09, SSH06b, SW08, Tah09, TTK01, Too04, Too08, Val00, WNUK01,WW05, Yar05, vEK07, ATH06, Rub09b]. Non-Abelian [ABS01].Non-Adiabatic [NKC00]. Non-Analyticity [FP04]. Non-Autonomous[GS01]. Non-Colliding [Bou07]. Non-Compact [Kas01]. Non-Critical[vDHR06]. Non-Cutoff [SW08]. Non-Equilibrium[AH03, AP03, BDG+02, BDG+04, CCMT09, GS03a, Jaf03, JP02, Lat02,Luc08b, SJ01b, BDLvW08, CG09, FGC09, Opp04b, SWK09, WW05].Non-Ergodic [RB08]. Non-Ergodicity [Too04]. Non-Existence[CS04, CS09d]. Non-Gaussian [DR03a]. Non-Hermitian [CCM00].Non-Homogeneous [FNP07, Sch08]. Non-Hyperbolic [HV01]. Non-Ideal[BP02, PY09a]. Non-Increasing [Jan06b]. Non-Interacting [Yar05].Non-Intersecting [FR07, OEB01]. Non-lacunary [HO09]. Non-Lifshitz[Naj08]. Non-linearity [Eps06]. Non-Local [LCS08, Too08, Tah09].Non-Markovian [BL06, MR01]. non-monotonic [ATH06].Non-Perturbative [Rub09b]. Non-Random [KZ03b, KTZ06].Non-Relativistic [Sig09]. Non-Resonant [Val00]. Non-Rigidity [DLM05].Non-Smooth [SSH06b]. Non-Summable [FdL06]. Non-Symmetric[WNUK01]. Non-Symmetrically [PS07b]. Non-Triviality [MZ02a].Non-Uniform [CSN02]. Non-Uniformly [AP06]. Non-Universality[Mas03b]. Nonchaotic [LRB00]. Noncolliding [KT07]. Noncompactly[Vel08]. Nonconcave [TB06]. Noncondensable [TAL06].Nonconservative [PT06]. Nonequilibrium[Ano00g, BMN09, BMW09, BD06a, BDG+09, BDL00, DP07b, EMMZ06, ER02,Far05, HE03, HMG08, KNST09, LY07, Liu09, MKB00, OvWLH00, Pod01a,RS06, Rue00a, Skr03, TC07, TC08a, TC08b, Wag00, dZS04, Aba00, Opp07].
39
Nonequivalence [EHT00, GS08c, GS08d]. Nonergodicity [MB06].Nonexistence [aYL05]. Nonextensivity [Tor04]. Noninteracting [LS00a].Nonlinear [AN05, AN06, BCEP04, BCEP06, BD04b, CMS04, DRL02,Dor02, EEDJ00, ER00, FH04, FKS08, Gar03, GK02, KL06, KL08, Kol07,LNM06, Li09, LL00, Luc09a, MRW02, MN02, New08, Sac05, TTM+01, VB07,WZ09, WW01, ZW04]. Nonlocal [BdMR03, Dir04, dMG04]. Nonprimitive[LdO03]. Nonrenormalizability.Part [Kla04]. Nonrigidity [BS08].Nonsimple [CN04a]. Nontrivial [DVE07, PS04b]. Nonuniformly [Var08a].Nonuniversality [CHNO06]. Nonzero [HY04]. Normal[Bar06a, DOS01, LPD08, LB04, LS09b, MN04, Sut04, Val00]. Nos [KK02b].Nose [MMR08a, RKH00]. Nose-Hoover [MMR08a, RKH00]. Note[Cir02, DC01, ECSB00, FT06, Iof02, JP01, Kie09b, Pre03, Sos02, vBD02].Notes [LS09b, Luo07, Pod01a]. Notion [vE00]. Novel [OP04, VBM06].Nucleation [DD06, HMG08, MVE04, NOS05, Shn03, vB03]. Nucleotide[LLV09]. Number[Che09a, CE02a, CPV08, FBG02, FLS07, FK05, HPK+07, Sam07, Sos00].Numbers [Ano01d, Too08, Weh97]. Numerical[Bao04, BW07a, BFT02, CG00b, CGG06, Che09b, Ghe09, GGZD02, HK02a,JL00a, Ken09, MPRT+00, QAK02, ST02, WDMB05, RK05]. nut [ATH06].Nuts [Sai00].
Oasis [FN00]. Obeying [MB06]. Obituary [Ano01r]. Objects [ICO02].Observable [LZ09]. Observables [BC02e, DGZ04]. Observational[Mas03a]. Observations [Dom03b]. Obstacles [Fuk08, HS98]. Occupation[GL01b, Set06]. Occupation-Time [Set06]. Occurrence [CR05].Octagonal [DMB01, PVV02]. Octahedron [WMDB02]. Odd[BKOS07, DKRS02, FM05a, FM09b, Lyb05, Sin09, WK04]. Odd-Order[BKOS07]. ODE [Bir07]. Off [AMP06, BBK08, KMP+07]. Off-Critical[BBK08]. Off-Lattice [KMP+07]. Ohmic [LPD08]. Old [Aha03]. On-Line[BC02e]. One [AFN00, AGT07, Ada01, AGL01, AD02, AVBM06, BK08,BH08b, BK01a, BCK00b, BP01b, BBC+01, BFT02, BCFP05, BDL00, BR04,BK03b, CM02a, CG00a, CL07, CEMM09, Cor04, CS04, CS09d, DK02,DTP02, DF02, DJZ00, DDR04, DG09b, DG09a, DM02, DFF02, Dun03,FJT03, FT08, FJM01a, Fou00, Gal01, GN08, GKR02, GS04, GS03b, Gir01,GT04a, GSW07, Gry01, GM00, Hao05, HvdHMO09, HNOV07, HI04,KMST00, KKT00, Kon02a, KW00b, LVZ03, LRB05, LWL00, Lou08b,MvWH+01, PS08b, PD05, PS04a, RM00, RS04b, Sam01b, Sam04, SWK04,SI04, SKM04, Sut04, Tao01, Zhi00, vdHK01, vdHKK02]. One- [HNOV07].One-Component[CG00a, FJT03, FT08, FJM01a, KMST00, LWL00, Sam04, SWK04].One-Dimensional [AFN00, Ada01, AGL01, AD02, BK01a, BBC+01, BFT02,BCFP05, BR04, BK03b, CS04, CS09d, DJZ00, DDR04, DFF02, Dun03,FJM01a, Fou00, GN08, GS04, GS03b, Gir01, GT04a, GSW07, GM00, Hao05,HvdHMO09, HI04, KW00b, Lou08b, MvWH+01, PS08b, PD05, PS04a,
40
RS04b, Sam01b, SI04, Tao01, Zhi00, vdHK01, CEMM09]. One-Particle[LVZ03]. One-Phase [LRB05]. One-Step [AVBM06]. One-Time [BP01b].Onsager [Ano04m, Gal09, Len00, PSW09, SK06, Sin08, TC07, TV03, vK02].Onuki [Pod03]. Open[Bah07, BD06c, CY09, CP04, CPV08, DJ04, DLS02, DLS03, DDR04,DELO05, DLS07, FS06, JOP06, LMS05, Lou08b, MS09, MO09b, Pri03].Open-System [CP04]. Opening [HS04]. Operator[AL07, Ast08, Bud08, DG00, GI08, Lat02, Too07]. Operators[BLZ01, BPS06a, BJ02, Cam06, DZ01, DGZ04, ES07, GK06, GS04, JL00b,LdO03, LTWW02, Naj04, Naj08]. Opinion [Sin02]. Oppenheim [Nol04].Optical [OP04]. Optics [Fan05, FGR03, Fre08b]. Optimal[AER05, BR01, CS02, DMSR00, ES04, MTT08, WS02a]. Optimality[BCF+01]. Optimization [FL03b, Rob00]. Options [Mas05a]. Orbit[BG04a, Mal07]. Orbital [HH02]. Orbits [TDM02]. Order[ALS03, Ano01b, BK08, Bax05, BKOS07, BBCK04, BCC06, BBS03, CM06,Dud07, FRZB09, FSG08, Giu09, GM07b, GTZ02, JK01, Kas02, KM07, LKL09,Len00, LS09b, MM06a, NH03, OvWLH00, PP01, PIRB03, Rei00, Rid04, Sch08,Skr03, SPVV00, VD05, WB04, Xin09, YY09, HNO05a, HNO05b, Zah02].Ordered [BCK00a, DMPV09, RD08]. Ordering [FSG08, NSS04, KIBG+06].Orders [MP01]. Organization [Gac01]. Organized[BCK00b, CBKM04, KR06, SDC04]. Orientation [QLAS02, Sid05].Oriented [BR06, CPV08, Sak02]. Origin[BK04, BM05b, CCM00, RY07, dZS04]. Originating [FZS+00]. Ornstein[Ben05, EK05b, EK05c, Fan04, HK02b, KRT00, KL06, KL08, MM05a, TM08].Orthogonal [AFNvM00, Blo01, Blo04, Bor02, CGI02, CDG07, DGKV07,FEDZ07, Ryc08, Shc09]. Ortiz [GC08b]. Oscillations[Fre01, GPT02, KMP+07, MNNS07, ZK00]. Oscillator[Amb06, GG00, GvH07, LDNG08, MM05a, Mas06]. Oscillators[BD04b, BHRW04, FW06, FNO06, JW00, KP07, LS04a, MSVE07, Skr00,Skr03, KP08b]. Oscillatory [CDG06, CL02]. Osculating [Ess03]. Ostwald[CHNO06, NV08]. Other[BBC+01, De 07, Man03, Rit06, Roe03, Sos00, ZW04]. Over-Populated[EB02]. Overcoming [Kla04]. Overcomplete [TC03]. Overdamped[BMW09]. Overlap [De 04, Pan08, Tin03]. Overlapping [HGST00].Overlaps [Bar06b, Led00, MS01]. Oxford[Bog04, Opp02a, Pod02a, Pod02b, Pod04a, Rub04].
P [Dom04, Opp01, Pod04b, Rap01, Roe03]. P. [Fre08a, Opp09, Pod02a].Pacemakers [KNP07]. Packed [CM04c]. Packet [SLB00]. Packets [KS09].Packing [AR09, BY03, Elo08, FZS+00, PS00, Rad08a]. pages [Sah02]. Pair[FL03a, KMST00, LM01, Pro07, Pro09a, Skr00, Yoo07]. Pairing [Pan02].Papanicolaou [Fre08a]. Paper [Gra01]. Papers [Dom04, Opp04d, Rod02].Papon [Pod04b]. Parabolic [BK01a, BMP07, GS08a]. Paraboloid [FT08].Paradox [FK09b]. Parallel [CN03, HHB09, Mac02, MM00, PM06].
41
Paramagnetic [TPV09]. Parameter[Bax05, FSZ01, Mol02, Mol04, PP01, PS07a, VD05, WB04]. Parameters[BP08b, Dud07, LNM06]. Paretian [EK08]. Parisi[BTM+04, SS09c, SMT03, Leb08b, Tal07]. Parking [DFK08, FK09b, Rit06].Parrondo [MB02]. Part[MMR06, FF04, MM06b, SSHE06, SSH06a, SSH06b, ZKBG03a]. Partial[Ach08, BDP02, DRL02, PSW04, Tah09, VEW08]. Partial-wave [Tah09].Partially [ABCM03, BCK00a, MNP08]. Particle[AGL01, AGY02, AH03, AV03, Ano00h, BZ08a, BS07, BTT07, BT04b,BCL08, BDL00, Bur08, CM02a, CR07, CEMM09, EK06, GKRV09, GJ08c,GK02, GSW07, GM03b, HS09b, HPCH00, HRK+05, IS07, KT06, KL06,KL08, KG00, LV01, LPD08, LVZ03, Lin08, LR02b, MRS07, MD01, Mur01,O’C01, PS03b, RM00, SJ02b, SEZ05, SMRK+02, Sin08, TDM02, Too04,TC03, WNUK01, dSI04, vZC06, AV87, Iar01, Lan09]. Particles[And08, BCM02, CO08a, CMS05, CD09b, CM02b, DGR08, DA03, Fel02,FG03, GP08, GvB02, GH04, HR06, HNS08, Kol04, Lu00, Lu01, Lu04, Lu05,Lu06, MZ02b, Nag04, QLAS02, Ram07, SWK09, Sos00, Swe02, BJ08, Wes04].partite [CAD09]. Partition [BBCK04, CSS02, CJSS04, CS08a, CS09b,HL02, HMH05, JS01a, JSS03, JS06, JK01, Law09, Mez01, SS01, SS09b].Partition-Function [JS01a, JSS03, JS06, SS01, SS09b]. Partitions[BP07, RRS+00, Str08, WMDB02]. Parts [GCU02]. Passage[BJ06, BG04a, Bra02, Bur08, Cac08, FR07, KC03, Lin04, WLTH07]. Passing[Bao04]. Passive[Ben05, BCL+07, EX00, Fan04, KO02, KP04, KMVE03, Wie00]. Passively[EK00]. Past [BW07a]. Pasta [BLP09]. Path[AM04, Mas05a, Mez01, Shn03, TC08a, Tao01, Roe03, Wit03].Path-Integral [Tao01]. Pathogen [dARBY04]. Paths[Bou07, CPV08, EVE06, FM07, FR07, HT02, Hat07, Hol02c, LM01, Tur03].Pattern [DHB07, Fei03, GR09, SC01, vdHK08]. Patterning [FL06].Patterns [CR05, DDB+00, Dro00, FHAY06, HM00, LK06a, Shi06b, Mas03a].Paul [Mas02a, Nol04, Rod02, Taq04]. Pauli [BJ00]. PDE [Con04, RT08c].PDEs [DD04, EL02]. PDFs [CLM08]. Pedestrian [Jus01]. Peel[dGNPR04]. Pelagic [Bir07]. Penetrable [FHL03]. Pentagrid [AYP07b].Perceptron [Bal09]. Percolating [Ber03b]. Percolation[AV08, BR06, BS09b, BDGSC02, BP08b, BPS02, BPS03, BCS07, CN04a,CN04b, Cam05, CFN06, CJM09, CZ03, CLM07, CPV08, CRV01, CN01,DM06a, FS08, FR07, FBC+05, GG02, HS00, HvdHS08, HJDRD00, vDHR06,Hol02b, Hol02c, HN03, Jan01b, JS08c, LMZ00, LW04b, Lub06, MNS08,Mai03, Mis06, PDV07, PS02a, PY09a, PS04b, PM04, RT08c, Rat09, Sak02,Sak04b, Sak05, SJ01c, TB07, Too02, WP03, dHP09, vdHJ04]. Perfect [LB04].Performance [Paj07]. Period [BD04b, KKS05, KMS08]. Period-Doubling[KMS08]. Periodic [Bao01, BG01a, BG04a, BDL00, BFPS07, BC09, CdlL05,CG00b, CdO02, CG00c, CCL04, DB00, GJY04, Gen04, HL02, HP04, HP08,HK01, JL00b, KD00, Koh01, PN03, RKN00, TDM02, GJQ06]. Periodically
42
[DLS08, Hua09, PSG06, SC09]. Permeable [ALS09]. Permute[Cau02a, Cau02b]. Perpetually [LBLB04]. persistence [Aus00]. Persistent[DM08]. Perspective [AS06, Ton08a]. Perthame [Wes09]. Perturbation[BCDM07, Gen06, GvH07, MS05a, TV02, Val00]. Perturbations[AK09, CB04, Gar01, Naj04, PS08b, WX06, Yar05, Fre03]. Perturbative[BCO07, LS04a, Rub09b]. Perturbed [DMP05, Hua09]. Petrovsky [CD05].Pfaffian [AK07, BR05b, Nag07, Sos03]. Phase [Aba00, AB09, AH03,Ano00g, AV08, ACL+09, BGOY04, BM05a, BBD04, BBCK04, BCC06, BG09,BM02a, BGLT08, BDLvW08, BCKM00, BB05, BMPZ04, CPC03, CP01,CCIL08, CS04, CS09d, DM06a, Dir04, EN03, FSG08, FG08a, FKO03, FHL03,FS08, GTA09, GZ01, GM07b, Has00, HAG02, HMG08, IVZ06, Jaf03, JK01,JNH+09, Jus01, Kad09, KCT08, Kas02, KCK07, KK00a, Koi07a, Koi07b,LW07, LRB05, LZGM04, Liu09, MKB00, MB03, MPS02, MH07, Mes02a,Mes02b, MM06a, MTT08, MGT07, MP09, NH03, Opp05, PS02a, PZ06b,PPR00, Pod01b, Pod04b, PM05, RVMO07, RR01, Rei00, RGRTS06, Rot06,TAL06, Tur06, WD01, Woj06, Yos08, dHP09, vE00, Rub09a, Pod03].Phase-Field [Dir04]. Phases[BCK00a, BL09, DMPV09, DJ07, DRC04, LS09a, Rei00, SLB00].Phenomena [CLM07, CKKC00, DRC04, Fre08b, GC08a, Han02, KC02,KMSS01, Ler00, Pod08, Git08]. Phenomenon [Bla05]. Pheromone[YCCN07]. Philadelphia [Roe03]. Philippe [Mas02a]. Phonon[AE08, Erd02, Spo06a, Spo06b, Spo06c]. phospholipid [KIBG+06].Photons [GC08a]. Phys [AV03, Ano01d, BPS03, Cau02b]. Physical[BGX01, CS04, CS09d, HJDRD00, MV03, Wol06, dZS04, vZC06]. Physicist[Hep09, Lan06]. Physicists [BA06]. Physics[Ano00a, Ano00z, Ano01a, Ano02a, Ano03a, Ano04a, Bax06, Bog09, BPS06b,DHB07, Han02, KK02b, Leb04b, Mas02a, Mas08, Opp01, Opp02b, Opp06b,Pod01a, Pod02b, Pod04b, Pod06a, RB08, Roe03, Rub06a, SBG03, Sza06,Tao01, VBM06, Wit03, Yng04, Zwe05, Opp03a, Pod04a, Rap01, Rit03,Ano00c, Ano00d, Ano00j, Ano00k, Ano00l, Ano00m, Ano00n, Ano00o,Ano00p, Ano00q, Ano00r, Ano00s, Ano00t, Ano00u, Ano01e, Ano01f, Ano01g,Ano01h, Ano01i, Ano01j, Ano01k, Ano01l, Ano01m, Ano01n, Ano01o,Ano01p, Ano02b, Ano02c, Ano02d, Ano02e, Ano02f, Ano02g, Ano02h, Ano02i,Ano02j, Ano02k, Ano02l, Ano02m, Ano03b, Ano03c, Ano03d, Ano03e,Ano03f, Ano03g, Ano03h, Ano03i, Ano03j, Ano03k, Ano03l, Ano04b, Ano04c].Physics [Ano04d, Ano04e, Ano04f, Ano04g, Ano04h, Ano04i, Ano04j,Ano04k, Ano04l, Ano05b, Ano05c, Ano05d, Ano05e, Ano05f, Ano05g]. Pico[KC02]. Pico-Scale [KC02]. Picture [Mag09b, Rut01, SA02]. Pictures[CG09]. Piece [Pom05]. Piecewise [FGC09, TG02]. Pierre [Dor02].Pinning [Pro09b]. Pirogov [BBCK04, BMPZ04]. Piscunov [CD05]. Piston[CL02, CLS02, GPL02, GM03a, GPL03, GPL04, MG02, NS04]. Pitaevskii[Rub04, JW04]. Pits [VKVT02]. Pivot [Ken02]. Placed [NOB00]. Planar[BM08, CS09a, CC00b, DOS01, DS07, Fre03, HR06, KW02, KM09a, MTS04,SV07]. Planck [ASB02, CEFM00, DR01, KL06, KL08, Zah02, Zha08].
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Planck-BGK [Zha08]. Plane [CO08b, Fis06a, GP08, Ghe09, HC08, JS01b,Ken08, Nic01, SS08, SS09a, Sch06, Sch08, TAL06]. Plants [NS05]. Plasma[ABCM08, CG00a, FJT03, FT08, FT07, Jan00b, KMST00, LWL00, MT04,ST00, SJ02b, Sam04, SWK04, TM02]. Plasmas [EN03, LS00b]. Plate[BW07a]. Plateaus [Kom08]. Plus [Bur08, LDNG08]. PNG [PS02c].Poincare [CO08b, Leb04b]. Point[APS09, AS06, CCAD08, CEO07, FST06, Gen04, GY05, Hat07, JS01c, KLS07,LL09a, LB01, Luc08a, Luc09b, MCG08, Mur08, Nou02, NOV04, PDV07,PdKV09, Ryc08, Sak04b, Sak05, Shi06a, Sos00, TPV09, Wei07, DM09].Point-to-Surface [Sak04b, Sak05]. Points[Aha03, Cam06, Car09, EMO08, GT02, Pro09b, SSLG+00, Sim08, dlLV07].Pointwise [Hor06]. Poiseuille [QLAS02, TS04, ZGA02]. Poisson[SS04, AS01, CM00, Cou06, EK08, Jab01, Luc08a, Luc09b, MRW02].Poissonian [Fuk08, GHO+00]. Poland [RG04]. Polarization [YCCN07].Polaron [PA02b]. Polycondensation [KZ03b, KTZ06]. Polydisperse[BGW01, IVZ06]. Polydispersity [BM05a]. Polydomain [FSG08].Polyelectrolyte [HRS03]. Polyelectrolytes [vSC00]. Polygon [Ric02].Polygonal [HS98, Sch06, Sch08]. Polygons [MMR08b, SD06]. Polymer[BZ00a, BI03, CMV05, Ess03, Mez01, Pro07, Pro09a, Ton08b, Wie00, Wit03,vdHKK02, Pod04a]. Polymerization [JAWC08]. Polymers[BPS05, CP03, DR06b, EC07, NOB00, OSv04, Pod05, Pod06b, Pod06a, SD05,Ton07, WHI02, vdHK01, Git09]. Polynomial[HJ05, JS01a, JSS03, JS08a, SS01, SS05]. Polynomials[AFNvM00, BJR02, BR02, Bor02, CS03a, CS03b, EMO08, FY06, Mac09,Rad08b, Ryc08, SM08, SM09]. Polynuclear [BR00a, SI04]. Pools [MTT08].Populated [EB02]. Population [CF03, FN00]. Pore [Urr08]. Porous[PO07, RS04b]. Positive [CE02a, DJ05, HJ05, Gra01]. Positivity[DN04, Fou00, HJ05, MR00, Ric04, SW00, Tia04, Tid01a]. Possible[HJDRD00]. Postcritically [BJR02]. Potential[Bak03, BMA02, BJ08, BC09, BJ02, Cam06, CMS05, CGK+04, DB01, Fel02,FKS08, GM03b, HMPPMV00, JS08b, JL00b, KS09, Kap06, Lee09, LRM06,LM01, MB03, Sam05b, San05, SSLG+00, SSE05, Suz01, Tah09, Tel06b].Potentials[AG09, BCM02, CCL09, CCL04, FLM00, GJY04, HP08, Lu06, PN03, Sak09].Potters [Mas02a]. Potts[Arg02, AYJP01a, Bax00, Bax03, Bax05, Bax08b, Bax09, BBD04, BCK00a,BKM02, CJS01, CZ03, CSS02, CJSS04, CS08a, CS09b, DMPV08, DMPV09,DMP+04, DLR04a, DLR04b, GTA09, GM07b, HDMF04, JS01a, JSS03,JSS05, JS06, KW02, MN00, ND08, SS01, SS09b, Sea02, ZJ00]. Power[BFKT09, BG06, Far02, Jan06a, Lin08, Man03, ND03, PT06, Sin05, VPB+06].Power-Law [ND03]. Power-Like [PT06]. PowerFLOW [LLMS02]. pp[Kad03b, Pod03, Rap01, bA03]. pp. [Aba00]. Practical [Ano00b].Preceding [Zab06]. Precise [WA09]. Predictability [SSB04]. Prediction[EMC09, SC01, ZKBG03b]. Predictions [Ken04]. Preface
44
[Ano00v, Ano00w, Ano01s, Ano01t, Ano06, Ano09a, Ano09b, CEEH03,CGL07, KLL05, Leb02a, Leb02b, Leb02c, Leb03, Leb04c, Leb04d, Leb05a,Leb06a, Leb07a, Leb09a]. Preliminary [PVV02]. Premelting [PSW09].Presence [Bao01, Cau02a, Cau02b, CLK09, Rac00, SD08, TAL06]. Present[EMC09]. Preservation [Sch01]. Preserving [Bal00, FW03, GS00]. Press[Aba00, Bog04, Bra02, Dag03b, Dom04, Dor02, Mas00, Mas02a, Mas03a, Nol04,Opp02a, Opp03a, Opp04a, Pod01b, Pod02a, Pod02b, Pod03, Pod04a, Por04,Rap01, Rit01, Rit03, Rub04, Spo03, Taq04, Wei01, Wei02, bA03, Kan01].Pressure [Bak03, CLD05, GK09a, GN03, Jan00a, Jan01a, vBD02].Pressures [FJT03]. Prewetting [PIRB03]. Primitive [BJ00]. Princeton[Opp04a, Por04, Spo03, Taq04, bA03]. Principle [Adi04, BJ00, BDG+04,DR03b, FLR03, GI08, GII08, Kaw06, Tin03, Yoo07, BK04]. Principles[BM08, BD04a, BET00, BMN07, EHT00, Mat08, PG03]. Priori [TV00].Probabilistic [BLR08, BKL00, CNS08, CEO07, Dom05, EK02, EK04,Kon02a, Kon02b, Too08]. Probabilities[CF03, DP07c, KKT00, KZ03a, vB03]. Probability[ALM07, AS06, Arg07, BR06, BCT06, BPS02, BPS03, BM00, BCL+07,CLM08, DN04, Gal08, KM00, LMP05, Sak04b, Sak05]. Probable [ER00].Problem [AG09, AMV08, AN00, BLP09, BGH01, BZ00a, CT04b, DLS09,Dir04, DKM04, FKS08, FM02a, Fre06, Gho05, GPL04, HB00, HH02, ISS07,KM08b, LP01, MV07, MMR06, RF02, Sai00, SDBS07, TJ08, Too00, Wie00].Problems [BGS06, FL03b, KPT05, Kie04a, Kie04b, MRTZ03, MZ08, Rue02,Sem08, WHI02]. Process [ALS09, BK08, Ban05, BBT03, BP07, BDL08,BFP08, BR05b, Bou07, DF02, DLS02, DLS03, DEL04, DDR04, DELO05,DG09b, DP07c, ED04, FM01c, GM05, GJ08c, GSS03, GS08c, GS08d, IS07,JNH+09, Jun03, KT09, Ken08, KK00a, KL06, KL08, KZ03b, LMS05, Lou08b,Luc08a, MMR06, MM06b, PPH03, PS02c, PM05, QQT02, Raj09, RS05,Rit06, Sak01, Sak02, SA02, Sch00, SH07, Sep01, Shi06a, Sui00, SV07, SM01,TM08, Too04, Wid04, ZS02, ZKD05, RT08a, CD09a]. Processes[All08, AVBM06, Bah07, BMW09, BJ06, BF05, Ber03a, BZ09, BT04b,BDGSC02, BD06c, BGM04, CH06, CL07, CY09, CG00c, DH08, DS07, EK08,FGC09, FF07, FFN09, FNP07, Gas04, Gas07, GJ08a, GY05, GL01b, GS08b,GE09, GM03b, JHA07, KT07, Kol07, KLS07, KC03, LOV04, Luc09b, Mas02a,Mas08, Mas09a, MK03, Mur08, OC05, PM06, PSG06, Roe03, Ryc08, SF07a,Set06, Too00, Uch04, Wei07, bA09, Bra02, Taq04]. Processing [Pod02b].Produces [Ram07]. Product [Gen06]. Production [BLLO09, BMN07,DP07a, DSZ07, MR00, QQT02, SF07a, SSS07, SC09, TG00, VMT02, ZRA04].Products [CdO07, Gam03]. Prof [Wit03]. Profile[DLS02, DG09a, Far05, FFN09, KM07, MM05c]. Profiles[AC01a, AC01b, AC04, BMD00, Sep01, Tel06b]. Program[Ano00x, Ano00y, Ano00z, Ano01u, Ano01v, Ano02n, Ano03m, Ano03n,Ano03o, Ano04m, Leb04a, Leb05b, Leb05c, Leb06c, Leb06b, Leb07b, Leb07c,Leb08a, Leb08b, Leb09b, Leb09c]. Projected [Rei08]. Projection[CU03, Lat02]. Projection-Operator [Lat02]. Projector [MAOB01]. Proof
45
[And05, BCO04, BCK04b, BCT03, CDG07, Hag07, Jia08, Mas05b, Pan02,Sut03]. Propagating [Ewo01]. Propagation [BGL03, BD01, BK01b,BCDM07, CK06, CE02b, DR05, Fre08a, NOS06, vZvB02].Propagation-Dispersion [BGL03]. Properties[AR00, ABC05a, ABC05b, ALS06a, BL04, BF05, BD00, BDGSC02, BP01b,Bla03, BCG00, BCG01, BDL00, BFPS07, BCS07, CPK07, Che06, CZ09,De 07, EMH04, EE07, FM05b, FZ03, FJM01a, GL01a, GMW02, GSS03,HC08, Hol02a, Jac09, KS02, LPD08, LLMM03, LR00, Nad00, PS08a, PY09a,PS06, PT04, Ric04, Riv04, ST00, Sam01b, SM08, Spo06b, Spo06c, SB06,SLA02, TG02, Ton07, Val09b, Val09a, ZF09]. Property [AMP04, BCT03].Proposed [Swe04]. Protein [DSZ07, KMP+07, TE00, WE07]. Protrusion[JAWC08]. Pruned [JHW09]. Pruned-Enriched [JHW09]. Pseudo[BM04b]. Pseudosphere [FJT03, JT04]. Publications [Ano01q, Pod02b].Publishing [Opp04c, Opp04d, Roe03, Wit03]. Pulled [Kad06]. Pulsating[LBLB04]. Pulsation [EK05a]. Pulse [Ewo01]. Pumped [HJ09]. Pumps[AEGS04]. Purchased [Kad03b]. Pure[BM02a, EHT00, Gen04, MBL08, Rei08]. Pyrochlore [MTS04].Pythagorean [CO08b].
Q [BLZ01]. Q-Operators [BLZ01]. QED [BP09, Sig09]. QFT [CAD09].Quadratic [LRM06, SV09, Skr00]. Quadrupolar [KIBG+06]. Quadrupole[KCK07]. Quantitative [CM04a, Pey09]. Quantities [ZW04].Quantization [PTZ03]. Quantized [Kie04b, Kom00a]. Quantum[AL03, AGY02, AM04, Amb06, AVZ00, AC04, ABS01, AEGS04, BMA02,BR05a, BG00a, BG00b, BGOY04, BPS06a, BSB00, BCEP04, BCEP06, BCC09,Bjo09, BG09, Bud08, CCAD08, CP01, CEFM00, Cas01, Cas02, CM05, CCIL08,DD09, DR03b, DMR05, DJ04, DDM08, DRC04, DLS08, DGZ04, ESY04,ES09, EG05, FBG02, FRZB09, FGR03, FPSW01, GLM02, Gal08, GMW02,GII08, GS07b, GvH07, GL04, Gri00, GOS08, Han02, HMH05, HWB01, HB08,HB00, Hua09, Iof02, Jac09, JP02, JOP06, Jan06b, JK04, KN03, Kas01,Kie09a, KBS02, KP08a, Kom00b, KW00b, KP07, KP08b, LRB05, Len00,Li06, LG01, LL02, LS09b, MP01, MD01, MAOB01, MS09, Mes02a, Mes02b,MTS04, MR01, NOS06, Naj07, NR04, NKC00, O’C06, PdKV09, Pri03, Rac00].Quantum [Raj09, Roe03, Rue00a, Rut08, Sac04, SW00, Sam09, SJW07,Skr00, SB01b, Suz03, Var08b, WNUK01, Wit03, Yar05, Yep02, ZF09, dPG04,vK04, Mas05a, Pod01b, Spo03]. Quartic [LDNG08, Rad08b, TW03]. Quasi[AV08, AS02, BMP07, CR07, CNV01, Gen04, GS03b, JL00b, LM06, MZ02b,SY03, SD08]. Quasi-Classical [CNV01]. Quasi-Particles [MZ02b].Quasi-Periodic [Gen04, JL00b]. Quasi-Self-Similar [AS02]. Quasi-Static[LM06]. Quasi-Stationary [BMP07, CR07, SD08]. Quasi-Transitive[AV08]. Quasicrystals [CdO07]. Quasifreeness [CS08b]. Quasilocality[FLR03]. Quasiparticle [DK02]. Quasiparticles [RR01]. Quasiperiodic[AYJP01b, AYP07a, BJ02]. Quasispecies [PD06]. Quasistationarity[KL09]. Qubit [LZ09]. Quenched [BCK04a, Lat02, Mat08, SD06, Tin03].
46
Queuing [RSV09]. Quickly [Mac02].
R [Aba00, Bog09, GCU02, Mas09b, Pod01a, Pod04a, Rit03]. R.[Git07, Rug08, Wei09]. Race [vB03]. Radial [Ace00, Ghe09]. Radiation[Nou02, Sam09]. Radiative [Tid01a]. Radons [Wei09]. Raise [dGNPR04].RaMOSt [De 06]. Random[AFNvM00, AK07, AS06, And08, AL01, ALS03, Ano01d, AR06, AR09, Ast08,BH00, BL04, Bak06, BH08a, BS05, BY03, BG01b, BB03, BM04b, BKLO00,BKOS07, Bel04, BBT03, BP07, BM01a, BZ04, BZ09, BS09a, BR02, BG04b,BBP02, BCFP05, BP08b, BC00, BK09, BM00, BCL+07, BEK+07, BK01b,Bur08, CPK07, CS09a, CMV05, CK03a, CL06, CL07, CS08b, CCM00, Con04,CDA09, Cor05, CDG07, CB04, CK03b, Cro09, DG00, DDH08, De 04, DFK08,DMB01, DWMB05, Dot06, ES07, Els00, EMH04, FST06, FY06, FF04,FLW08, FLS07, FLM00, FKS08, FM09b, Fra07a, FW07, Gam03, GRU07,Gar01, GS08a, Gas04, Gas07, GK06, GS07a, GG02, GF08, GJ08b, GG06,GMNT05, HL08, HT01, HC08, HNOV07, HMS05, Hor06, JR07]. Random[JS01e, KS09, Ken08, KP08a, Kol08, KO05, Koz00, KPvB06, KZ03b, KTZ06,KP05, Kuk06, Kul01, Kur03, LSSW03, LW04a, LB04, LY07, LMV07, LK09,Lou08b, Luc09b, LP08, LP09, Mac09, MCZ06, MBL08, MO09a, Mas08,Mat08, McD01, MTT08, Mol04, MZ08, MO09b, Nag07, Naj04, Naj07, Naj08,NNR09, OBB03, PDvB00, Pat07b, PS07b, Pop01, PS06, Pro09b, Rad08a,RS08, RS05, RT08c, Raw03, SS08, Sab08, SS09a, SSD00, SM08, SM09, Sch00,Sem08, SM06, SS09e, Shc09, Shi09, SD08, Sod09, Sod17, Sos00, SZ03, SS00b,Sud09, Tao01, Tel06a, Ton07, Tur06, VD01, WZ09, WW01, WX06, Wei05,WDMB05, Win02, Yar08, YBMS06, Zab06, Zab08, ZS02, ZJ00, vENS05,vEK07, vdEvdHH08, vdHK01, vdHKK02, vdHK08, JR06, Weh97]. Random[Bog09, Pod07b, Ton08b, Sah02]. Random-Cluster [BC00, GG02, GG06].Random-Field [SSD00]. Randomly[CO08b, CD09a, CLM05, Ewo01, Fre08a, MVW08, NOB00, Rei08, VPB+06].Randomness [Ano01b]. Range[BK08, BBDR05, BJ08, BELM00, BCC06, BIV01, BDLvW08, BP08a, BB05,BCS07, BCS09, BD03b, BGM04, CMS05, CG04, Cro09, CS04, CS09d, DPZ06,Dot04, Fuk00, Giu09, GM07b, GT06, GSS03, GS08c, GS08d, Has00, HvdHS08,Kon02a, Kon02b, LMS05, MP01, MPRT+00, Naj04, Nol04, RS08, RGRTS06,SH07, Shl04, Skr03, Tor04, Uch04, WNUK01, Mis06, PM05]. Ranged[NS02, dZS04]. Rank [Tah09]. Rank-two [Tah09]. Rapid [Kra03]. Rapidly[LS09a]. Rare [KL09, LB09, VEW08]. Rarefied [BGH01, CD09b, GLM02].Rashba [Mal07]. Ratchet [BCV00]. Ratchets [LJ03]. Rate [AE08, BK08,BCC09, Bud08, CGR07, JH03, Li07, NNR09, Ste04, SWF07, VMT02, Yos08].Rates [AP08, BT04b, BCT06, DSZ07, KL09, KS07, Gra01, Mas05a]. Ratio[CD09b, Fis08, HD03, Sea02, vdHK08]. Ratios [SS00a]. Rayleigh[BTT07, BFT02]. Rayleigh-Gas [BTT07]. Reacting [Pol00]. Reaction[AFN00, Ano01c, BD06b, Buc07, CH06, CG00c, DDB+00, Fre06, HMPPMV00,KNP07, KMP+07, LPE04, Lou03, Lou08a, SWF07, Wei01, Lou07].
47
Reaction-Convection [Fre06]. Reaction-Diffusion [DDB+00]. Reactions[BD05, GS07c, GP04, LK09, OBB03, ZK00]. Reactive[BD06b, HM00, SSK02]. Reactivity [CW06]. Reader [Gra01]. Real[AK07, DOS01, KS07, Mac09, SSLG+00, SM08, SM09, VHO09]. Real-Space[KS07]. Realism [BG00b, BG00c, Gri00]. Realizability [KLS07].Realization [HJDRD00]. Receiving [Leb04b]. Receptor [HS04].Reciprocal [SK06]. Reciprocity [Gal09, PSW09]. Recurrence[STV02, SV07, Var08a]. Recurrent [Li09, SV09]. Recursion [Ito02].Recursive [Pre03]. Recycling [GS03a]. Redner [Bra02]. Reduced[Kaw06]. Reducibility [Gen06]. Reduction[Bax08a, BGV01, BI03, FPS00, KP06]. Reductions [AC05]. Reference[Jan06b, Rei05, RK05]. Refined [War01]. Reflecting [DM02, MVW08].Reflection [AKR01, Tia04]. Refocusing [Ewo01]. Regarding [Nag04].Regime [Bal00, BCEP06, BCK04b, BMPZ04, DLR04a, DLR04b, JKO+01,Mag09a, O’C06, SH07, SD08, TT05, dHP09]. Regimes[LR06, Tid01a, ZKBG03a]. Region [FPS07, GK06, GT04b, LRB05, PWC02].Regions [Too02]. Regression [Bud08]. Regular[BS09b, BD02, CPK07, LP09, Par08, Rue02, Sim08, VB07]. Regular-Lattice[CPK07]. Regularization [JS01d, Mat02]. Regulation [FK09a]. Reiss[Ano02n]. Related[AH03, BM08, BF05, CE02b, vDHR06, PS08a, Rug08, WMDB02]. Relation[BCG08, Cor04, GZG05, HE03, JS01b, KO05, Li09, MMR08a, NT04, Rei00,SB01a, Tel06a]. Relations [Bax04b, Bax06, Ber03b, KW02, KP05, Kuk06,Luc08b, Luc09a, LZ04, Nep03, SJW07, SK06, Suz01, TV03]. Relationship[SS00b]. Relativistic [BDL06, CK00, Jia07, Jia08, Sig09, Tum06, Wu09].Relax [VHO09]. Relaxation [AMT07, BP09, Fin03, GPL03, HS08, HH02,JS01d, KT09, LBLB04, MO09b, NAS02, SvL02, Zhi00]. Relevance [Sai00].Relevant [DRL02]. Reliability [CS03b]. Reliable [Gac01]. Remark[BL08c, BCS09, Rue00b, vE00]. Remarks [Bax09, CGV02, Fre04, Kuk06].Renewal [GL01b, PSG06]. Renormalization[BR01, CM05, Cop08, DLM05, DRC04, FM08, GAD06, HT02, Hat07, Ito02,KMG07, KMS08, LL02, MS08a, Oon03, RS08, Rob00, Rub09a, Sam06, Sha01,Shi06b, WS02a, Opp01, Rub09b]. Renormalized[FLR03, SJ01c, SFCO02, Tel06b]. Renyi [CB04, Hor06, EMH04, PDV07].Renzo [Mas09b]. Repair [CGS07]. Repeated [Var08b]. Repeatedly[WM07]. Repellers [Dys05, HV01, HO09]. Repelling [FST06]. Repetition[CR05]. Replica[De 06, FL03b, FW07, GR00, MPRT+00, NS02, Pan08, RS04b, Rit01]. Reply[BG00b, Gri00, LPdO01, Tak10]. Representation[AL07, Bol09, BC00, EFM09, GG06, KNST09, MN00, TW08].Representations [BFKT09, LL08b, LL09b, Sch08]. Representing [AGY02].Reproducing [Yoo07]. Reproductive [Kad06]. Repulsion[Nak06, Sak04a, Sak06, Sak09]. Repulsive [JM00, SS05]. Rescaled[BKLO00]. Research [Kad03b]. Researchers [Wei05]. Reservoirs
48
[BLL04, BLLO09, Jac09]. Residence [Bar06a]. Residual [BL08b, BL08c].Resistance [FHAY06]. Resistivity [KN03]. Resistor [SJ01c]. Resolution[KVM+00]. Resonance [DB01, DM02, FG00, MDW09, MS09, VST09, ZF09].Resonances [DP04, RSV09, Sig09, SL02]. Resonant [GFH08, Val00].Resources [GS03a]. Respect [DT00]. Respond [SS09e]. Response[BMW09, Ber03b, GZG05, GK02, JOP06, LM06, Luc08b, Luc09a, SSD00,Swe04]. Restitution [Tas06]. Restricted [BJ00, DMPV08, KK08, McD01].Restructuring [ZK00]. Result [And08, FM07, KMST00, KMS08, Pol00].Results [Aha03, ABCM08, AD02, BH00, BBBF06, Bax00, BM02a, CZ03,CLS02, EHT00, GR06, GP04, GSW07, HD03, JS01a, PVV02, PAY09,Sam05a, SS09e, Urr08]. Resummation [Gen06]. Retrieval [GL01a].Retrodiction [EMC09]. Returns [CCM00]. Reversal [Fre08a, MN03].reverse [ATH06]. Reversed [Ewo01, Gas04, Gas07]. Reversibility[QQT02]. Reversible [Bro01, CEFM00, CNS08, Jun03, PdKV09].Reversible-Work [PdKV09]. Review[Aba00, Ano00c, Ano00d, Ano00b, Ano00e, Ano00f, Ano00g, Ano00h, Ano01b,Ano01c, Bog04, Bra02, Buc05, Cer05a, Dag03b, Dag03a, Dom04, Dor02,GCU02, GC05, Han02, Hol02a, Kad03b, Kan01, Mas00, Mas03a, Mas05a,Mas06, Nol04, Opp01, Opp02a, Opp02b, Opp03a, Opp03b, Opp04c, Opp04a,Opp04d, Opp04b, Opp05, Opp06b, Opp07, Pod01b, Pod01a, Pod02a, Pod02b,Pod03, Pod04b, Pod04a, Pod05, Pod06b, Por04, Rap01, Rit01, Rit03, Rod02,Roe03, Rub04, Rub06a, Sah02, Shl04, Shl05, Spo03, Sza06, Taq04, Wei01,Wei02, Wei05, Wes04, WW05, Wit03, bA03]. Reviews [Mas02a]. Revised[PS02b]. Revision [Hod01]. Revisited [Bax04a, LZ08, SA02, Sha01, SM01].Revivals [SLB00]. Revolution [McC01]. RG [Gal01, LL09a]. Rheology[OC05]. Rhombus [WMDB02]. Rich [LSSW03]. Richtmyer [GGZD02].Riemann [Bax03, MvWH+01, SSH06b]. Rigid [BK02, SST+00]. Rigidity[BBLS05, DMN00, DLM05, GG02, MV07]. Rigorous [AGT07, AD02, BH00,BBBF06, BM00, CE02b, DMSR03, DR01, GSW07, Mas05b, MS06b, Tid01b].Rimini [Tum06]. Ring [AR02, DP07c, JW00, MD01]. Ripening[CHNO06, NV08]. Rise [RSMJ+02]. Risk [Mas02a]. Risks [Mas02a]. River[Opp04d]. Rivet [Dor02]. RMG [BR01]. Road [vK02]. Robert [Wei02].Robinson [RS09]. Robust [Var08a, vE00]. Rocking [BCV00]. Rodlike[Hem00]. Rods [IVZ06, SLA02]. Roehner [Mas03a]. Role[DHB07, DGZ04, FG00, Gal01, GN03, KSSM07]. Roman [Kad03b]. Room[Leb07b, Leb07c]. Rooted [Sum05]. Roots[BA01, DFM01, FM01a, FM01b, FM09a, SM08, SM09]. Rosario [Mas00].Rotating [BK03b, LS09a]. Rotational [FL03a]. Rotor [BT04a]. Rotors[HPF+02]. Rough [DMSR03, MS05b, MM05c]. Roughening [KM08a].Roughness [Pen08]. Rouse [BD00]. Route [OP04]. Routines [Cai05]. row[FK09b]. Rowlinson [YS00]. Rowlison [Iof02]. Rubinow [HvdHMO09].Rubinshtein [Pod04a]. Ruelle[Jia03, Arg07, Kie09c, Mau08, Sin02, SL02, vBD02]. Ruffo [Shl04]. Rule[BMPZ04, CN03, DJ04, FU05, Jan00b, KMST00, LL09a]. Rules
49
[LM06, Sam09]. Rutgers[Leb04a, Leb05b, Leb05c, Leb06c, Leb06b, Leb07b, Leb07c].
S [Bog04, Han02, Opp02a, Opp04d, Pod01b, Sha10, Shl04, NS02]. S.[Mas09b, Pod07c]. Sabra [CLT07]. Sachdev [Pod01b]. Saddle[BL06, Ler00]. Saddle-Focus [Ler00]. Saffman [CT04b]. Saha [ABCM08].Salesman [SDBS07]. Salient [GAV00]. Salpeter [SO00a]. Salvatore[Sah02]. Same [Kad09]. Sample [Sos02]. Sampled [Rei08]. Sampling[HRA+04, Har08, Mac02, RS06, ZW04]. Sand [DMP+04, HJDRD00].Sandpile [LD01, Pri00, SD09, VD05]. Sandro [Rub04]. Santa [Lan06].Santosh [Buc07]. Sarate [GC08b]. Sarina [Dag03a]. SAT [LP01].Satisfaction [MZ08, Sem08]. Saturation [Sam05b, ZF09]. Sausage [Fuk08].Scalar [BCL+07, EX00, Fan04, KMVE03, NOV04, Tid04, WX06]. Scale[BBS04, BK04, DDMSR04, DM08, GPL03, Has02, KC02, Mat02, PS02c,SMT03, CPK07]. Scale-Free [BK04]. Scale-Invariant [Has02]. Scaled[NNR09]. Scales [Lem00, MS05b, MS06b]. Scaling [Akt01, AGY02, Ano00h,BCF+01, BLP09, Ber07, Cam05, CFN06, CJM09, CGGP04, CGJ+05, CJS01,Car03, CEFM00, CM05, CLS02, DTP02, DVE07, Dun03, EB02, Fis06a,Fis06b, Fis08, GS08a, GJ08b, GJ08c, Gra09, Han02, HS00, KPH00, KP01b,KM01, KMG07, KKS05, KMS08, LRM06, LR06, LW04b, MN02, MDL+03,Nad00, OEB01, Pod02a, PS04a, Ric02, Str06, TV02, WX06, YS05].Scattered [GP08]. Scatterers [BK03b]. Scattering[LCS08, RKN00, Tah09, Wag00]. Scenarios [Yip06]. Scheme[AC01a, Bao00, HRA+04, Har08]. Schemes [Rhe05, Rit06, Tal07]. Scheraga[RG04]. Schlogl’s [Liu09]. Schnakenberg [AG07]. Scholes [Mag09a].Schramm [BBK05, Ghe09, Ken07, Ken09]. Schrodinger[AS01, Ast08, BLZ01, Cam06, CCL04, DG00, DJZ00, FKS08, GJY04, GK06,GS04, Lee05, LdO03, LTWW02, MRW02, Rid03, Rot06, Sac05, SS04, WZ09].Schrodinger’s [LZ04]. Schulte [Hol02a]. Schur [BR05b]. Schwabl[Opp03b]. Schwarzschild [Li06]. Schweitzer [Wes04]. Schwinger[MPD09, PD06]. Science[Dag03a, Dor02, GCU02, GAD06, KLL05, Pod02b, Pod07a]. Scientific[Dom04, Han02, Hol02a, Opp01, Opp02b, Opp04c, Opp04d, Rod02, Wit03].Screened [ABCM03, CG00b]. Screening [BK01a, NV08]. Search [SDBS07].Second[BS07, FSG08, FK09b, GPL04, Hir05, JK01, Liu09, MM06a, SSLG+00, YY09].Second-Order [FSG08]. Second-row [FK09b]. Section [AG09].Sedimentation [Fel02, HNS08]. Seeded [dBR08]. Seen [PO07]. Segel[HS09b]. Segregating [BELM00]. Segregation [Uel04, ATH06]. Seiringer[Hag07]. Seismic [ZKBG03a]. Selected [Rod02]. Selection[Fei03, Lem00, RS04a]. Selective [BG04b, BGLT08, CGG06]. Self[AH03, AS02, BGMM03, BDG+09, BCK00b, BC02c, BC02d, BCT03, BC03,BLL04, BLLO09, CCF+00, CGJ+05, Cau02a, Cau02b, CBKM04, CGH+03,CNS08, DW05, DSC02, EX00, Gac01, Ghe09, Gir01, GMNT05, HD03, Has01,
50
HT02, Hat07, HvdHS08, Jac09, Ken02, Ken04, KRT00, Kon02b, KR06, MB03,MM06b, MS08b, PT06, Sak09, Sla09b, SDC04, SD06, Vel08, WB04, Taq04].Self-Adaptive [DSC02]. Self-Affine [MB03]. Self-Averaging [WB04].Self-Avoiding [CCF+00, CGJ+05, Cau02a, Cau02b, DW05, HT02, Hat07,HvdHS08, Ken02, Ken04, MS08b, SD06, Ghe09]. Self-Consistent[BLL04, BLLO09, Jac09, KRT00]. Self-Contained [BDG+09]. Self-Driven[AH03]. Self-Dual [Has01, Sla09b]. Self-Duality [Kon02b].Self-Gravitating [Gir01]. Self-Interaction [CNS08]. Self-Interactions[BGMM03]. Self-Organization [Gac01]. Self-Organized[BCK00b, CBKM04, KR06, SDC04]. Self-potentials [Sak09]. Self-Similar[BC02c, BC02d, BCT03, BC03, CGH+03, EX00, GMNT05, MM06b, Vel08].Self-Similarity [PT06]. Semi[ALS09, Bao00, BCO04, BW07a, DLR04a, DLR04b, Son09]. Semi-Infinite[BW07a, DLR04a, DLR04b, Son09]. Semi-Integral [Bao00].Semi-Invariants [BCO04]. Semi-Permeable [ALS09]. Semiclassical[CMS04, RR01, Sac05]. Semiconductor [TJ08]. Semiconductors[ADG00, GC08a]. Semiflexible [CP03]. Semigroups [Kol07]. Sengers[GCU02, GC08b]. Sensitive [CD08]. Sensitivity [SDC04]. Separable[Tah09]. Separating [SV09]. Separation[CR03, FM08, FHL03, JNH+09, MB03]. Sequence [HWB01]. Sequences[WW01]. Sequential [GK09a, HSA00, Lou08b, SS00b, Sud09]. Series[AER05, Aus00, BFKT09, Cas02, Dor02, Fuk03, Gen06, Han02, KIK08,MB06, MM02, PF07, Sin05]. Sessile [GLMSR07]. Set [Bor02, SS05]. Sets[BS05, BP08b, CdO07, DJ05, DM09, GOBY06, GT02, KM00]. Setting[AN05]. Seven [BW07b]. Several [HNOV07, TV03]. Sewell [Spo03]. Shade[VHO09]. Sham [PN03]. Shape [Bal01]. Shapes[dBR08, DDH06, DP03, Dun03, GK04, NH03]. Sharipov [Tak10]. Sharp[BELM06, BG09, BCKM00, CF03, CLT07, Dir04]. Sharpness [AV08]. Shear[ASB02, Ben05, BM00, Cer01, DR06b, Gar03, HRK+05, Keh05, SMRK+02,Yip06]. Shear-Thinning [Keh05]. Sheets [BGMM03]. Shell[CLT07, BBS04, FR00]. Sherrington [CGT05, CC09, Led00, Pan08, WB04].Shifts [BI06]. Shlomo [Wei01]. Shlosman [Sch06]. Shock[CC00a, Gir03, RS04a]. Shocks [Bal01, Bal04, BTV09, PS03a]. Short[BJ08, CG04, CS04, CS09d, Fuk00, LR02a, MPRT+00, NS02, RGRTS06,Tel06b, vB03, vZC06]. Short-Distance [Tel06b]. Short-Range[Fuk00, MPRT+00]. Short-Ranged [NS02]. Short-Time [vZC06]. Should[ALM07, Sin02]. Show [BM04b]. Shrinking [DLS08]. Sided [HC08].Sidney [Bra02]. Sierpinski [CCY07, CC08, HT02]. Sign [BBC+01].Signaling [FFN09]. Signals [BBS04, SB06]. Signature [MNS08, Rac00].Silo [BFGM02]. Similar [AS02, BC02c, BC02d, BCT03, BC03, CGH+03,EX00, GMNT05, MM06b, Taq04, Vel08]. Similarity [LMZ00, PT06]. Simiu[bA03]. Simple [BL04, BB03, Bla03, BDL08, Bol09, BZ00a, CPT05, DF02,DLS02, DG09b, FT06, Gar03, GJQ06, GAV00, GM03a, LP01, Lou05, Man03,MK03, MV03, MG02, Pol00, SK07, SLA02, TW03, Opp04c].
51
Simple-Quartic [TW03]. Simplest [BD05]. Simplicity [KM06, SC01].Simplified [Tid01b]. Simplifying [DMS02]. Simulate [CSN02].Simulating [Bao01, BBL00, Ken07, LB04]. Simulation [Ano00b, Bao00,BW07b, CK04, DA03, GS07c, HPCH00, HRK+05, ICO02, JHW09, Keh05,LB09, MDB00, RSMJ+02, SSK02, SD05, SW08, WHI02, YHD02, Buc05].Simulations [BCFP05, CG00a, CG00b, LV01, NH03, NDC02, OC05, PVV02,PS03b, Rap01, RNVRP04, VKVT02, YS05]. Simultaneous [MM06a]. Sinai[And05, BBCK04, BMPZ04, Jia03, Rue02, SL02, vBD02].Sinai-Ruelle-Bowen [Jia03]. Sine [CR01, Cai04, RC01, Sos00, MM05b].Sine-Gordon [CR01, Cai04, RC01]. Singapore[Hol02a, Opp01, Opp02b, Opp04c, Wit03]. Single[Ale01a, BBS04, CH06, GR00, HHB09]. Single-Site [CH06]. Single-Speed[HHB09]. Single-Spin [Ale01a]. Single-Time [BBS04]. Singular[BZ08a, BJ08, BNZ07, GvH07, HD09, LdO03, Lou03, Lou07, Lou08a].Singularities [BGGZ06, CZ09, FMB03, PF07]. Singularity[BS05, Car03, Dot06, Fis07, FG08b, SMT03]. Site [CH06, DH08, WP03].Sitter [Li06]. Situations [KKS05]. Six[Bax02, Bax04a, BW07b, BL09, DFM01]. Six-Vertex [BL09, DFM01]. Sixth[KMST00, Ano00z]. Sixth-Moment [KMST00]. Size [Akt01, AV08, BKM02,CGGP04, CSM03, Fis06a, Fis06b, FM09b, FSZ01, Han02, Hei04, KPH00,KP01b, KM01, Mez01, MPD09, Sin09, Ton07, TT05, VST09]. Sizes [SSD00].Skeletons [Koi07b]. Skew [AFNvM00, Gen06]. Skew-Product [Gen06].Slab [DM06a]. Slater [SS04]. SLE [HL08, Law09]. SLEs [BBK08, Dub06].Sliding [MTS04]. Slow [AP08, BdMR03, CL03, Sep01]. Slowing[Els00, Hao05, NH03]. Slowing-Down [Els00]. Slowly [TV00, VHO09].Slyozov [LM02, Vel00, CGV02]. Small[AK09, BMN09, Bak06, CD09b, Che05, DN04, FG03, Fre01, HS98, HS04,Hos06, Lee09, LR06, LM01, MS05b, MK04, New00, SWF07, Ano01b].Small-World [LR06]. Smart [Ram07]. Smectic [Xin09]. Smoluchowski[Fre04]. Smooth [AS03, HPCH00, Rue02, SSH06b]. Sneppen[Ban05, MZ02a]. Snurnikov [Mon04]. Soap [TM02]. Social [BK04, Shl07].society [Pod07c]. Soft[AG09, CCL09, ETB06, GM03b, HPF+02, Lu06, PS02a, TRK03, Yip06].Soft-Mode [Yip06]. Sokolov [Wei09]. Solid[CM02b, DGR08, EC07, ICO02, Koz00, PdKV09, WMDB02]. Solids[DD06, LM06, PSW09]. Soliton [LS00b, MM05b]. Solitons [DTP02, Gar01].Sølna [Fre08a]. Soluble [Has02]. Solution [AYJP01a, BKLO00, BW07a,BCL08, BL09, BD03b, Fou00, Hei04, HB00, HAG02, JL00a, Jia07, KM09b,MCZ06, Mez01, MPD09, PD06, PM06, Saa07, Sam03, SV09, Tid01a, Wu09].Solutions[AL03, ABC05a, ABC05b, Ale01b, AG09, Ano01c, Bak06, BKOS07, BC02a,BC02c, BC02d, BCT03, BG06, BBS03, BK03b, CM00, CS02, CGR07, Cer05b,Cer06, CD04, CD09a, EB02, FS07a, FM02a, FV02, GJY04, Gho05, HS09b,HPWW03, HRS03, KNK04, Lem00, Lev03, LS00b, Lu00, Lu01, Lu04, Lu06,
52
MRTZ03, MM06b, Rom08, Sin05, Vel08, ZZ06, Zha08, ZS02, AN05].Solvable [BdGM01, EG05, JL01, KMVE03, OBB03, Sam01a, SJ01a, Sam04,Sam05b, Sea02, TM02, VD01]. Solvation [CKKC00]. Solve[Lee05, YBMS06]. Solved [BGOY04, GK02]. Solver [TKR02]. Some[AM04, Ale01b, BH00, BBBF06, Bax09, BCEP04, BCEP06, BCG00, BCG01,BM02a, BBP02, BCFP05, Che09a, CGV02, DD04, Dom03b, DLS08, Fre04,GR06, HMS05, ISS07, KL09, LR00, Naj08, Pey09, PS02b, PS04b, Rue02,Sod09, Sod17, TTK01, TV00, Val09a, Var08a, aYL05, dlLV07, RY07]. Soret[GKR02]. Sornette [Por04]. Sources [AC05, BR00a]. Space[ALR07, BGS06, BBT03, BK09, CPC03, CK03b, FF00, FLM00, GTW01,KCT08, KS07, PS08b, Rad08b, RRS+00, SI04, SS09e, YBMS06].Space-Discrete [PS08b]. Space-Fractional [YBMS06]. Spaces[CO08a, Got05, Mis06, Yoo07]. Spacing [BG00a]. Spanning[CS09a, CCY07, JSS05]. Sparse [BS09a, Sod09, Sod17]. Spatial[AR02, CRV00, FK09a, Kom07, Mie04, Sch07, VEW08, dARBY04]. Spatially[CGR07, Fou06, FG08b, Lou03, Lou07, Lou08a, Lu01, MDB00, Rug08, ZZ06].Spatio [CP04, MGT07]. Spatio-Temporal [CP04, MGT07].Spatiotemporal [GOBY06]. Special [Vil06a]. Species[ALS09, EA07, KK00a, MZ02b]. Specifications [DN04]. Specified [Kad03b].Speckle [Fre08b]. Spectra[BD09, BSB00, Ber03a, CdO02, CP02, Hir05, TDM02]. Spectral[Ale01a, AY01, AL01, ALS03, ALS06a, AS03, BG01b, BLZ01, Cam06, DH08,DJW07, EK05b, FS05, FLM00, GF08, GM05, HMH05, JL00b, Kom00b,KZ07, LVZ03, Naj08, TG02]. Spectrum[ALR07, Ast08, BA01, DLS08, GvB02, Gen04, IK09a, Kor00, LdO03,LTWW02, MZ02b, ND08, O’C01, PR07, Rut08, SO00b, SO02]. Speculation[Mas03a]. Speed [BLR08, BFS09, CE02b, FM02a, HHB09, Kol08, Mas02b].Sperm [MV03]. Sphere [FPS07, Pan02, Rei00]. Spheres[BC04, CK04, CM04b, CM04c, CM06, ETB06, LT04, Lyb05, MMR06,MM06b, Pol00, Sot07, Urr08]. Spherical[De 07, DGM07a, DGM07b, FT06, GGZD02, HB00, KHV00, KS06, Koi07a,Koi07b, MCZ06, MCG08, Pat07b, RGRTS06, Urr08]. Spikes [MH07]. Spin[APS09, ABY07, Alb08, Ale01a, Arg07, AK09, Bar06b, BdGM01, BGOY04,BCF+09, BCMP04, BK07, BCS09, BC02e, CM04a, CGI02, CGG09, CS09c,DK02, De 04, De 07, DN03, DGM07a, DGM07b, EGGI01, FM08, FBG02,FK04, FK05, Fis06a, Fis06b, Fis07, Fis08, FL03b, FT06, Fra07b, FSZ01,GHO+00, GT04b, Has00, ISS07, Ito02, JK04, KCT08, KPT05, KCK07,KRT00, KMSS01, KM09b, Led00, Li06, MNS08, Mal07, MPRT+00, Mas03b,MRTZ03, MZ02b, MP09, MPD09, NR04, NS02, Nis07, Pan08, Pod02b,PFK06, PS01, Rac00, RdCM04, Rut08, SO00a, SO00b, SO02, SY03, SCM04,Ser06, Sla09b, Tia04, VHO09, Wat04, WD01, WB04, Yar08, Pod07b]. Spin-[ABY07, Alb08, KCK07, KMSS01, BC02e]. Spin-1 [Yar08]. Spin-Chain[Rut08]. Spin-Charge [FM08]. Spin-Glass [Has00, KRT00]. Spin-Orbit[Mal07]. Spin-Reflection-Positivity [Tia04]. Spinless [LFB04, Mes02a].
53
Spinning [Pom05]. Spinodal [MPSW00, MVE04]. Spinons [Rut08]. Spins[FBG02, FG08a, Fin03, Tin03, XKHK08]. Spiral [HI04, Sum05]. Splitting[DMS02, GS01]. Splittings [PSW04]. Spontaneous[AR02, DH04, FL06, GSW07, Nam04, Nic01, RSV09]. Spread [FBC+05].Spread-Out [FBC+05]. Springer[Mas02a, Opp03b, Pod04b, Sah02, Shl04, Wes04]. Square[Ace00, ADLM01, CJS01, CSS02, CN01, DB00, DB01, Dys04, JS01a, MO09a,ONGP01, SS01, Suw09, TPV09, WP03]. Square-Lattice[JS01a, SS01, TPV09]. Square-Well [Ace00]. Squares [HHB09, KS08].SRB [AOT06, Wol06, You02]. Stability [AS01, HMS05, MRW02, Mie04,NSCW04, ST02, Uma09, Woj03, Wu09, Zha00a]. Stabilized [BHRW04].Stable [Aki08, Bar04, BCK04a, BDP02, Eps06, Fre01, Lem00, Sim08].Stadium [LR02b]. Stadium-Like [LR02b]. Standard [Bal00, Sig09].Stanley [Mas00]. Star [Bjo09]. Star-Like [Bjo09]. Stars [Kie09a]. Stat[AV03, Ano01d, BPS03]. State [AVE07, BR05a, BP02, Bol09, CR01, Cai04,CJS01, DLS02, FHAY06, GCU02, GS03b, GS09, Has00, HNS04, HWB01,HI05, JSS05, Kie09a, Kie09b, Kon02b, Kur03, LPD08, Lee09, LY01, MBL08,MN00, MO09b, NS02, OvWLH00, RC01, RS04a, RNVRP04, Saa07, SD09,iST06, SY08, Sig09, SST+00, TC08b, Tel07, Yar05, dlLV07, Gar08].State-Dependent [BR05a]. States[ABS01, AR02, AP03, BGGM04, BDG+02, BDG+04, BCT06, BDL00,BNZ02, CdlL05, CR07, DK02, DJZ00, Dun03, ER02, EMZ06, Far05, FRZB09,FPSW01, Gat00, Got05, HK01, HE03, HI04, JM00, JMU05, KS00, KNST09,KW00b, Lee05, LY07, LZ09, MO01, MRW02, Mor07, MKL08, MPD09, Naj04,PA02b, Rei08, Rei05, RK05, Rom08, Roz06, Rue00a, RSV09, SO00a, SO00b,TNK04, TC07, TE00, Uma09, Var08b, VMT02, Woj03, dZS04].States-Exclusion [ABS01]. Static [CLK09, HDMF04, LM06, SBG03].Statics [Opp01]. Stationary [AN05, AN06, AR02, Bah07, Bak06, BFGM02,BDG+02, BDG+04, BW07a, BMP07, BDL00, CR07, DLS03, Dun03, EFM09,Far05, Gat00, GSS03, LPD08, MRW02, PS04a, Rot06, Sak00, SD08, ZF09].Statist [Cau02b]. Statistical[AR00, Ano00a, Ano00c, Ano00j, Ano00k, Ano00l, Ano00m, Ano00n, Ano00o,Ano00p, Ano00q, Ano00r, Ano00s, Ano00t, Ano00u, Ano00x, Ano00y,Ano00z, Ano01a, Ano01e, Ano01f, Ano01g, Ano01h, Ano01i, Ano01j, Ano01k,Ano01l, Ano01m, Ano01n, Ano01o, Ano01p, Ano01u, Ano01v, Ano02a,Ano02b, Ano02c, Ano02d, Ano02e, Ano02f, Ano02g, Ano02h, Ano02i, Ano02j,Ano02k, Ano02l, Ano02m, Ano02n, Ano03a, Ano03b, Ano03c, Ano03d,Ano03e, Ano03f, Ano03g, Ano03h, Ano03i, Ano03j, Ano03k, Ano03l, Ano03m,Ano03n, Ano03o, Ano04a, Ano04b, Ano04c, Ano04d, Ano04e, Ano04f,Ano04g, Ano04h, Ano04i, Ano04j, Ano04k, Ano04l, Ano04m, Ano05b,Ano05c, Ano05d, Ano05e, Ano05f, Ano05g, Asa00, BD06a, BBK05, Bax06].Statistical [BD00, BP01b, Bog09, BPS06b, CD09a, CP03, Che06, CZ09,CMSR05, Dag03a, Dom03b, Dud07, ES03, FVE03, FKO03, FJMR02, GR09,HC08, HB00, JP02, KK02b, KTZ06, Kuk04, KMG07, Leb04a, Leb05b,
54
Leb05c, Leb06c, Leb06b, Leb07b, Leb07c, Leb08a, Leb08b, Leb09b, Leb09c,Luc08b, Mas02a, MH07, MV07, New08, Opp03a, Opp04b, Opp06c, Opp07,Opp09, Par08, PV02, Pod01a, Pod06a, PG99, PA00, PA02a, Rap01, RB08,Rit01, Roe03, Rue00a, Rue02, SBG03, Swe02, Sza06, Tah09, Tao01, Val09b,Val09a, VBM06, WW05, dlLV07, PG00, Ton08a, Dag03b, Kan01, Opp01,Opp02a, Opp03b, Opp04c, Opp06b, Pod02b, Rub06a]. Statistically [BR01].Statistics [ABS01, AG05, BJ06, Bar04, Bar06a, BK07, Bur08, Cac08, DS07,EGGI01, GL01b, GGL09, Hos00, LP08, MB06, MvWH+01, Rid04, Ryc08,SKT09, TE00, WLTH07, Wit03, Pod06b]. Status [SF07b]. Steady[AN00, AP03, DLS02, ER02, EMZ06, HE03, KNST09, LY07, MT08, MO09b,OvWLH00, RS04a, Saa07, SD09, iST06, TC07, TC08b, VMT02].Steady-State [RS04a]. Steep [CGK+04]. Stefan [Dir04]. Steiner [Git09].Stell [SSLG+00]. Step[AVBM06, DG09b, DG09a, FS03, GMNT05, IS07, Roz06, TW09]. Sticky[GH04]. Stieltjes [Ruz00]. Stochastic[Ale01a, AY01, AS08, Ano01c, Bak06, BBBF06, BBS04, BGL05, BDG+06,BL08a, BLL04, BLLO09, BKL00, Cac08, CKSZ06, CF03, Cha09, CN03,CD05, DD04, DN03, DB00, DB01, DM02, DOS01, DS07, DKK02, EL02, ES07,EK05c, FF07, FK09a, FM07, FG00, GOSG00, GvH07, HS09b, Has02, HN03,JL00a, KN04, KT06, Ken04, KZ07, KMP+07, KZ03b, KC03, LR02a, LNT09,LKMGG07, MS05a, Mas09a, MS05b, MDW09, Mie04, MGT07, MKL08,Mur08, Pia00, PS02b, PM06, RY07, Roe03, RF02, SD09, Sak00, Sch07, SCM04,SS09e, SZ03, TC08b, VEW08, Vel00, VD05, Yos08, ZF09, bA03, Mas02a].Stochastically [BCK04a, MSVE07]. Stochasticity [EK03, EA07, Fre03].Stochastics [Mat02]. Stock [Por04]. Stokes [Bak06, BCV00, BKL00,Che09b, CLM05, DGR08, DLS09, FJMR02, GM07a, HPWW03, KP05,Kuk06, LL08a, Mat02, MS05b, Rom04, Rom08, Sab08, Sin05, Suz01]. Stokes-[HPWW03]. Stokesian [CS08c]. Storage [GR00]. Stored [EMC09].Strands [BGMM03]. Strange [EZ04]. Strategy [MTT08]. Strength[ES04, JK01, WM07]. Stress [Jan01a, SMRK+02]. Stretched [Che07].Stretching [AG05, SKT09]. Strict [Fou00, HT01]. String [Mun07, Pro09b].Stringari [Rub04]. Strip [CS03a, CP02, PM04]. Stripe [DJ07]. Striped[Shi06b]. Stripes [LFB04]. Strips [CSS02, CJSS04, CS08a, CS09b, MP06].Strong [Ano01d, BEPK+02, BR04, CCL09, FG08b, GKR02, Gen04, MG02,NT04, TPV09, Weh97, Skr00]. Strong-Disorder [TPV09]. Strongly[HJ09, LS09a, Mes02a, Tia04, Woj03]. Structural [De 07, Dot04]. Structure[AK07, BG01a, BS09a, Bog07, CS09b, DSC02, DOS01, FS07b, FJM01a,KW00a, KK00a, Piv03, PA00, PA02a, SC01, Sot07, SDBS07, Sza06, YS05].Structured [Pod05, Pod05]. Structures[AP08, De 04, GOSG00, Rei00, Rub06a]. Students [Wei05]. Studies[BLM03, Che09b, QAK02, Suz03, WDMB05]. Study[BD06a, BLR08, CD09b, Dom05, Ghe09, GGZD02, GM00, HGST00,HvdHMO09, Jaf03, JS08c, KMVE03, Mas03a, MH07, OP04, RS04b].Studying [WE07]. Subadditive [Han07]. Subadditivity [NT04].
55
Subcritical [AV08, dHP09]. Subcubes [MZ08]. Subdiffusion [Mag09b].Subdiffusive [BSB00, Mag09a]. Subextensive [Fis07]. Subgraphs [VB07].Subharmonicity [Bou09]. Subject [Bur08, LNM06, PS08b].Subordination [EK05b]. Subsequence [AMV08]. Subshifts[JMU05, Mor07]. Substrate [DMSR00]. Substrates [DMSR03, Xin09].Such [CS04, CS09d]. Sufficient [PS04b]. Sullivan [Lan06]. Sum[CS02, Jan00b, KMST00, LM06, Sam09]. Summable [FdL06]. Sums[CL03, Gal06, KS08]. Sunday [Leb07b, Leb07c]. Super [GW09].Superadditivity [Luo07, LZ08]. Superbosonization [BEK+07].Superconducting [RR01]. Superconductivity [Hod01, Noz04].Superconductors [Rub06b]. Supercritical [Too02]. Superdiffusive[Ben05, CEMM09, KO02]. Superdiffusivity [LRY05, SS09c, Set06].Superfluidity [OP04]. Superfractals [bA08]. Superintegrable[Bax08b, Bax09, ND08]. Superradiance [PVZ05]. Supersaturated [Shn03].Superstable [BZ08b, CMS05]. Supersymmetric [GW09, MS08a].Supersymmetry [Has00, TTNK06]. Support [CM00]. Supported [Vel08].Supports [ZZ06]. Sure [Blo01, FFN09]. Surface[BCG08, Bax03, Cau02b, CMSR05, CMN06, CG03, Dir04, DLR04a, DLR04b,FPD01, GK09a, HNOV07, HK02b, KTH+05, Lev03, LD01, Sak04b, Sak05,Sam01a, SJ01a, SK06, TJ08, ZK00, dMG04]. Surfaces[BPS06b, Cau02a, DDMSR04, DP04, EC07, Koi07b, SSH06b, SSK02, ZJ00].Surfactants [Pod05, Pod05]. Surmise [GT08]. Survey [BGS06, vdHK01].Survival [KKT00, Opp02a, Sak04b, Sak05]. Susceptibilities [AYP07a].Susceptibility [AYJP01b, AYP07b, JS04, ONGP01, Sam00]. Suspended[DA03, ICO02, SAPD05]. Suspension [BI06]. Suspensions[HRK+05, LV01, SHD03, SMRK+02]. Swelling [Mez01]. Swift [CE02b].Switched [EK00]. Switching [WLTH07]. Symbolic [FF00]. Symmetric[DF02, DLS02, DDR04, DG09b, DB00, KM09b, WNUK01]. Symmetrically[PS07b]. Symmetries [AH01, GKRV09, LK06a]. Symmetrized [FR07].Symmetry [AGL01, BW07a, BBC+01, BR04, De 06, DFM01, DWMB05,Fei03, Fuk00, FW07, GSW07, GR00, JW04, JL01, Lou05, Luc08a, MPRT+00,NS02, SWK04, Tak09a, Tak09b, WDMB05, Sha10, Tak10].Symmetry-Breaking [BW07a]. Symplectic [CDG07, DGKV07, FEDZ07].Synapses [Bal09]. Synaptic [CRVV09, HS04]. Synchronisation [PY09b].Synchronization [DB00]. Synchronous [RVMO07]. System[Aki08, ABY07, Alb08, AS05, And08, AK09, AR02, AS01, Bak06, BDL00,BCDM07, CM02a, CP01, Che09b, CP04, DLS03, DB00, DLS09, Dir04,FNO06, GSW07, HR06, HS09b, HMPPMV00, HMS05, Hua09, IVZ06, Jab01,Jaf03, JS01b, KCT08, KNP07, KL06, KL08, Lat02, Ler00, Luc09a, Mac09,MRW02, MSVE07, MS03, McD01, MDW09, Mur01, NS04, PS03a, RS04a,Rei00, SS04, Sin05, Sme08, TDM02, Tin03, UC07]. Systematic[AC01b, KPvB06, ZW04]. Systems [APS09, Ada01, AGL01, AGY02, AH03,AFHV03, AP08, AV03, Ano00h, AMP04, Asa00, BDL06, BMN09, BMA02,BBDR05, BM04c, BDG+09, BD06b, BCC06, BCK00b, Bla08, BDLvW08,
56
BCMP04, BB05, BCM02, CR07, CG00b, CR01, Cai04, CCG04, Car07,CEFM00, CDG06, CLM07, Che09a, CZ09, CE04, CGI02, CS04, CS09d, DJ05,DK02, DDB+00, DN03, DJ04, DLS07, DG09a, DHB07, DLS08, EG00,EFPZ05, EMMZ06, EK03, ETB06, FK05, FS05, FS06, FS07b, FM07, FL03b,FdL06, FPSW01, Gal06, Gal01, GHO+00, GS03a, Gen04, GMW02, GKRV09,GLTZ06, GJ08b, GT08, GS01, GR09, Han02, HMH05, Har08, HNS04,HNO05a, HNO05b, HPF+02, Hor06, HJ09, JPZ09, JOP06, JS01c, Jan03,JS08b, Jia03, KPT05, Kom00b, KNST09, KW00b, KG00, KM08b, LS00a].Systems [LS02, Lan09, LNM06, LVZ03, LARvW07, LRB05, MRS07,MPSW00, MS05a, MN04, MDB00, MNNS07, MMR08a, MT04, MS09,MPT06, MZ02b, MK07, MS06b, MP09, NOS06, NR04, NKC00, Paj07, Pan02,Pri03, PS01, RC01, RM00, RS09, RdCM04, RM08, SJW07, SSLG+00, SO00a,SO00b, SO02, Shl04, Shl07, SSE05, Skr00, Skr03, SDC04, Suz03, Swe02,TC08b, Tao01, Tel01, Tia04, TT05, TV00, TV03, TC03, Var08b, VTM00,WNUK01, WS02a, Yar05, You02, dPG04, dSI04, vEK07, AV87, Ton08a,Bog09, GC08a, Por04, Rit01, Rug08, Wei01, bA03, Ano00b, Shl05].
T [Shl04, LB09]. T-cell [LB09]. T.M [Gar08]. Tableaux [KG03]. Tagged[BTT07, BT04b, GJ08c, IS07]. Tail[ASB02, KW00a, MM06b, PDvB00, Zhi00]. Tails[BM04b, BK01a, BGP04, BG06, BM00, EB02, KBS02, Naj07, Naj08, PT06].Takahashi [BMD00]. Takata [Sha10]. Talagrand [FT06]. Tamas [Pod02a].Tanaka [Opp03a]. Taqqu [Nol04]. Targeted [EK03]. TASEP[BFPS07, BFS09, DPP09, EFM09, Son09]. Taxonomy [Oon03]. Taylor[AN06, CT04b, PF07]. Technique [Bao01]. Techniques[Bar08, BBDR05, SM06, vZvB02]. Temperature[ABCM08, BM04a, BCF+09, BM02b, BC02e, CN04b, CCG04, CKKC00,CGT05, DG08, DGM07a, DGM07b, DP03, DLR04a, DLR04b, DKM04,EGGI01, Fuk03, Gir01, GT04b, HY04, HN03, Iar01, JMU05, KMSS01, Kur03,LM06, MS03, MP03, Mor07, RC01, SSD00, Sam07, SO00a, SO00b, SO02,Sot07, Wu02, vER07, CR05]. Temperatures [ABY07, Alb08, TNK04].Temporal [CP04, MGT07]. Tension [BTM+04, CRV01, Dir04, DT00,FPD01, GLMSR07, HK02b, Lev03, Sam01a, SJ01a, dMG04]. Tensions[CMSR05]. Tensor [Jan00a, Jan01a, JS04, Sam00]. Tenth [CM06]. Term[FF00, Lou03, Lou08a]. Terms [CMN06, HB00, ZF09]. Ternary[MR04, MR05]. Tessellations [Der08, HC08, Luc08a, Luc09b]. Test[BCG08]. Testing [AVE07, MTT08]. Tests [Ken04]. Their[BC02c, CS03a, CS03b, DM09, FM09a, FS06, PTZ03, Pey09, Tid01b, BR05b].Them [You02]. Theorem [AK07, AG07, BC04, BGGZ06, BR05b, Bud08,Car07, CY09, CS04, CS09d, DP04, Han06, Jar00, LRB00, LK06b, MNBO09,Mon04, San05, Sch06, Shi09, Sin08, aYL05, vZC06, HMH05]. Theorems[CC09, CEO07, DMN06, FT06, GTW01, Pen01, SC09, TC07, WW01, vdHK08].Theoretic [FK05]. Theoretical[AFFS06, Dro00, HMO07, MPRT+00, QAK02]. Theories
57
[AKR01, BP01a, Kad09, NS02, Ste04, Hol02a, WW05]. Theory[ABCM08, AM04, AG07, AVE07, Ast08, Bal00, BLZ01, Bel04, BDG+02,BD03a, BBCK04, BCK00b, BP08b, BEK+07, CR01, Cai04, CIS01, Cer05a,CR03, CW06, CNV01, Con04, CDG07, DWMB05, DD06, DGZ04, EY01,EVE06, EA07, FLW08, FM05b, FS05, FGR03, FJMR02, FZ03, FV02, Fre08b,GW09, GC08a, GZG05, GG01, HY04, HD02, HDMF04, Hod01, HNO05a,HNO05b, HRS03, Jaf03, JP02, JOP06, Kie04a, Kie04b, KM08a, KTZ06,KC03, Kyt06, LS00a, LS02, Lia06, Luc08b, MS09, MS08a, MVE04, Opp04d,PD06, PO07, Pol00, Pru01, RC01, Rei05, RK05, Rit01, Roe03, Rub06b, SS01,SW00, SO08, Sin08, SJ01c, Str06, TJ08, TC07, Tid01a, Val00, WBE02,WW05, YS00, ZGA02, ATH06, Pod07b, Gal01, Han02, Mas02a, Nol04].There [DMSR00]. Thermal[Bao04, Ber08, BD02, BC02b, BP09, FMS04, GLTZ06, GPL03, GMR06,PVV02, PD05, PBFC05, TK02, dZS04, Ano00d, Opp02b]. Thermally[JOP06]. Thermodynamic [BGW01, Car07, CBKM04, CG04, CS09c,DTP02, EA04, FF04, GPL02, HD02, KS02, Kie09c, LARvW07, RY07, Rid03,Rit06, Rue00b, SF07a, ST00, Sam01b, Ser06, SLA02, Sut03, TB06, Uma09].Thermodynamical [AMV08]. Thermodynamics[ABCM08, Ano00f, BDG+09, CCMT09, Dag03a, FGC09, FK04, GPL04,Jan06b, Koh01, Lev03, LL08b, LL09b, Mal05, Opp06a, Opp06c, PG03,QQT02, SF07b, iST06, Shl04, TC08b, WW05, Gar08, O’C06, WA09, Opp04b].ThermoElectric [Jac09]. Thermostat [LNT09, Li07]. Thermostated[MMR08a, RKH00, Wag00]. Thermostating [RKN00, VTM00].Thermostats [BL08a, DP07a, Gal09, Rue00b]. Thermostatted[BDL00, Lat02, WW06]. Theta [KIK08]. Thickness [DOS01].Thickness-Density [DOS01]. Thin [AB09, DS07, GD06, GMR06].Thin-Film [GMR06]. Thinking [GK09b]. Thinning [Keh05]. Third[O’C06, WA09]. Thirring [ES04]. Thomas [HY04]. Thomson [BCK04b].Thouless [GTZ02, MM05b]. Three [BD03a, BC02e, CMS05, DM09, Ess03,KAS03, KMP+07, Luc09b, MD01, SKT09, Urr08, WMDB02].Three-Dimensional[BD03a, BC02e, KAS03, KMP+07, Luc09b, WMDB02, SKT09].Three-Particle [MD01]. Three-point [DM09]. Threshold [PS04b].Thresholds [LMZ00]. Tiles [Nie01]. Tilings[BH00, DMB01, DWMB05, WMDB02, WDMB05]. Time[AER05, Aus00, BJ06, BGGM04, Bar06a, BH08b, BBT03, BBS04, BP01b,BC09, BK09, BCM02, Cac08, CM02a, Che07, CGV02, CCL04, DP07c, Erd02,Ewo01, FF00, FS05, Fin03, FN00, FW06, Fre08a, Gal06, GJY04, Gam03,Gar01, Gas04, Gas07, GJQ06, GL01b, GGL09, GE09, GTW01, GPL03,HDMF04, HKW07, KKT00, KBS02, KO05, Kra03, KC03, LR02a, Lin04,LK06b, LR00, LR02b, Lu00, MN03, MCZ06, MNOS04, MB06, MDW09,MM02, MS09, MS06b, PDvB00, PM06, QQT02, SS04, Set06, SMT03, Sme08,SZ03, Too00, WZ09, WLTH07, vB03, vWL00, vZC06, CT07]. Time-Decay[GJY04]. Time-Dependent
58
[BGGM04, FN00, LK06b, LR00, LR02b, MS09, vWL00]. Time-Mixing[KO05]. Time-Periodic [BC09, CCL04, GJY04, GJQ06]. Time-Reversal[MN03]. Time-Reversed [Ewo01, Gas04, Gas07]. Time-Reversibility[QQT02]. Times [CF03, Cha00, Mag09b, NAS02, Zab06]. Timescales[Fin03]. Timestepping [JL00a]. Toda [AKR01, EEDJ00]. Toda-Type[AKR01]. Toeplitz [JK04]. Tom [Sim09]. Tomoyasu [Opp03a]. Tonchev[Han02]. Tool [GOBY06]. Topological [BS08, Eck07, Rad08b]. Topology[CPC03, CCMT09, MN04, RGRTS06, Xin09]. Torquato [Sah02]. Torus[Arg02, CM00, FW03, PM04, SS00a]. Total [NP01, Ric04]. Totally[BK08, GM05, Sep01]. Toy [KK02a, MZ08]. Trace [Gas02]. Tracer[Ben05, GvB02, KO02, KP04, Sch00, TB04]. Tracers [KO05]. Tracking[ER00]. Tracy [Sod17, Sod09]. Traffic[AS08, BKNS01, Bla03, Bla05, GG01, KL03, LZGM04, VST09]. Trafficking[HS04, Hol07]. Trajectories [FFN09, LKL09, Mac02]. Trajectory [MS08a].Trans [Opp03b]. Transduction [WE07]. Transfer[Bax04b, BBS04, CS09b, JS01a, JSS03, JS06, LB04, MZ02b, SS01, SS09b,SO00b, SO02, SNC05, Tid01a, Bax06]. Transfer-Matrix [MZ02b].Transform [KR07, PF07]. Transformations [CL00, Gam03]. Transient[AFN00, KS00]. Transition [AV08, AVE07, BBLS05, BBD04, BG09, BG04b,CN04b, CP01, EVE06, Ess03, FG08a, FKO03, FPS00, GN08, GM07b, GS08c,GS08d, HD03, HN03, HAG02, IVZ06, Jaf03, Kas02, Koi07a, Koi07b, LR06,MNS08, MKB00, Mes02a, Mes02b, MS06a, Noz04, OvWLH00, OEB01, Pod03,RVMO07, Rei00, RG04, SZ04, Ton07, TB08, Uma09, WS02b, Yar08, Git07].Transitions[Aba00, AH03, Ano00g, BBCK04, BCC06, BDLvW08, BBC+01, BB05, CPC03,CS04, CS09d, DM06a, DLR04a, DLR04b, EN03, ER00, FSG08, FS08, GZ01,JK01, Jus01, Kad09, KCK07, LZGM04, MRS07, MH07, MM06a, MTT08,MGT07, MP09, NH03, Opp05, PZ06b, PPR00, PM05, RGRTS06, Rub09a,TNK04, Tur06, Yos08, ZKBG03b, bA03, vE00, CS09d, Pod01b, Pod04b].Transitive [AV08, Sla09b]. Translation [AGL01, EG00, JL01, SWK04].Translation-Invariant [EG00]. Translational [AR02]. Transmission[BP01b]. Transport [ADG00, AFHV03, ALS06b, AMT07, AEGS04, BJ08,BPS06a, BSB00, CPK07, CdO02, CdO07, CMV05, CLK09, Coh09, Coh10,CEMM09, Cor05, DMR05, DR06a, EMMZ06, EE07, ECSB00, Gar03, GA05,GM07a, Gat00, GK09b, GK02, Jac09, KC02, KP04, Kor00, LPD08, LLMM03,LDNG08, PS08b, PS02b, RD08, Tid01a, Wei09, Wes09, GC08a]. Transports[TG00]. Transverse [PAY09]. Trap [Leg03, MCZ06]. Trapped[Cso00, Sut03]. Traps [Gra00, NOB00, OP04, Sut04]. Traveling [SDBS07].Travelling [Bla08, CO08b, CD05]. Treated [Hos00]. Treatment[EE07, Sla09a]. Tree [BCO04, DFK08, GTA09, GS08b, Pat07a, PR07, Roz06].Trees [BH08a, BS09b, CCY07, DJW07, FS08, Jen01, LMP05, Pre03, Roz08,Sud09, Sum05, VHO09, vR01]. Trend [CK00, TV00]. Triangle[HT01, RT08c, SST+00]. Triangles [CE02a]. Triangular[CJSS04, CL06, CRV01, CSM03, MN00, Wu02, JSS03]. Triangular-Lattice
59
[JSS03]. Triangulated [Koi07b]. Triangulations [CE05]. Trickiness[Sam07]. Tricritical [CEO07, EMO08, Lub06, PIRB03]. Tridiagonal[CCM00]. Trigonometric [FY06]. Trinomial [War01]. Trivial[CJM09, KK02a]. Triviality [Hos06, MZ02a, Wat04]. Trotter [Suw09].trough [Bar08]. Truncated [CS02, Sal09]. Truncation [FdL06]. Trusted[Ano00e]. Tsori [Git09]. Tube [KL03]. Tube-Like [KL03]. Tubular[MVW08]. Tuesday [Leb07b, Leb07c]. Tug [MKL08]. Tug-of-War[MKL08]. tune [Lan06]. Tunnelling [MNOS04]. Turbulence[ALS06a, AH07, BCG08, BBT03, BBS04, BB09, Ber07, BET00, CLT07,CG03, ECC03, FK00, FJMR02, FJMR03, Gir03, GN03, Hos00, JH03,KMVE03, MDL+03, OT03, PS03b, SFCO02, Win02, YS05]. Turbulent[Ben05, Fan05, Kra03, KMG07, SWK09, SB06]. Turning [DM08]. Turtle[vB03]. Twice [GP08]. Twist [CCAD08, GK09b]. Two[AR02, ALS09, Bax00, BKNS01, BR06, BDM09, BG04a, BCD+04, BM05a,BDL08, BP08b, BFS09, BET00, BKL00, BNZ02, BC02e, Cam05, CJM09,CGJ+05, Car09, Che09b, DM09, DLS09, DKM04, Fan05, FT08, FT07, Gat00,Gen04, GS00, GP04, GTZ02, GPL03, HK01, HNS04, HJ05, HNOV07,HPF+02, Jan00b, JS08b, JNH+09, KMST00, KS02, KIK08, Kra03, KG03,KPvB06, KP05, Kuk06, KM07, KKS05, LRY05, LW07, LFB04, LWL00, LY01,LL00, Liu09, LZ09, Mai03, MS05a, Mal07, MB03, MO09a, MT04, MRTZ03,PDvB00, PBFC05, PS03a, RS04a, cR04, Ric02, Riv02, Roz06, Rut01, Sak04a,Sak06, Sak07, SS00a, ST00, Sam01b, SJ02a, SJ02b, Sam03, Sam04, Sam06,TJ08, Tel01, TM02, Tel07, UC07, Urr08, WK00, Woj06, vEK07, Tah09].Two- [BC02e]. Two-Body [BDM09]. Two-Channel [PS03a].Two-Component[AR02, FT07, Jan00b, MT04, ST00, Sam01b, SJ02b, TM02].Two-Dimensional[BDL08, BET00, BKL00, Cam05, CGJ+05, Car09, FT08, FT07, Gat00, GS00,GTZ02, HPF+02, Jan00b, JS08b, KMST00, KS02, KPvB06, KP05, Kuk06,KKS05, LFB04, LWL00, LY01, LL00, Mai03, MB03, MO09a, MT04, PDvB00,Ric02, Rut01, SS00a, ST00, SJ02a, SJ02b, Sam03, Sam04, Sam06, Tel01,TM02, Tel07, UC07, WK00, CJM09, Che09b, HNOV07, Woj06].Two-Frequency [Fan05]. Two-Lane [BKNS01, JNH+09]. Two-Level[BG04a, Gen04]. Two-Loop [KM07]. Two-Phase [Liu09]. Two-point[DM09]. Two-Qubit [LZ09]. Two-State [HNS04]. Two-Step [Roz06].Two-Surface [TJ08]. Two-Temperature [DKM04]. Two-Time-Scale[GPL03]. Type[AKR01, AS06, AAP02, AN06, BKOS07, BZ09, BBC+01, DGKV07, DR01,Dir04, FF07, JMU05, Kol04, Kol07, Mor07, PVZ05, TTK01, WBE02].Typical [BS09a]. Typicality [Rei08].
U [Git09]. Uhlenbeck[Ben05, EK05b, EK05c, Fan04, KL06, KL08, MM05a, TM08]. Ulam [BLP09].Ultracold [OP04]. Ultrametric [De 06]. Ultrametricity [CM04a].
60
Unbounded [APS09, BK03a, MVW08, PS01, SZ03]. Uncertainty[Gar06, GI08, GII08, LZ04]. Unconventional [DRC04]. Uncorrelated[BGGM04]. Uncoupled [HNS04]. Understand [SBG03]. Understanding[BGX01, SSLG+00]. Undriven [BNZ07]. Unfolding [CRV00]. Uniaxial[KCT08]. Unidirectional [FK00]. Unidirectionally [SJ01b]. Unified[MCZ06]. Uniform [AR06, CSN02, CNV01, Elo08, LdO03]. Uniformly[AP06, Fra07a, GP08, PZ06b]. Unifying [Pru01]. Uniqueness[Bak06, BP02, FM05b, Fou06, FG08b, Gho05, GS07b, Mol04, Yar05, DMPV08].Unitary [BP01a]. United [Bra02]. Unity[BA01, DFM01, FM01a, FM01b, FM09a, Tas06]. Universal[CZ03, CETT05, Fin03, FG00, LW04b, SS00a, Sea02]. Universality[BM05b, CDG07, DLM05, DGKV07, FPSW01, JS01c, KKS05, LLSA00,Mas03b, MVE04, PS08a, Shc09, Sos02, vdEvdHH08]. University[Aba00, Bog04, Bra02, Dag03b, Dom04, Dor02, Kan01, Leb04a, Leb05b,Leb05c, Leb06c, Leb06b, Leb07b, Leb07c, Mas00, Mas02a, Mas03a, Opp02a,Opp03a, Opp04a, Pod01b, Pod01a, Pod02a, Pod02b, Pod03, Pod04a, Por04,Rap01, Rit01, Rit03, Rub04, Spo03, Taq04, Wei01, bA03]. Unmix [GC05].Unoriented [vdHJ04]. Unravelings [DDM08]. Unreliable [FBC+05].Unsolvability [Too00]. Unstable [BG04a]. Unusual [CJS01]. Upadhyay[Buc07]. Update [PM06]. Updating [APL04, Cir02, CN03, RVMO07].Uphill [vB03]. Upper [CE02b, LMP05, LW04b, Pri00, SJW07, YY09].Urban [VB08]. Use [PVV02]. Used [JHW09]. Using [Bou09, CK04, Cop08,DSC02, JL00a, LS00a, LS02, Mas09b, NAS02, SLB00, YBMS06].
V [GCU02, Pod07c]. V.A. [Ach08]. Vacancy [PdKV09, TW03]. Vacuum[Jia07, Wu09]. Valence [FRZB09]. Valence-Bond [FRZB09]. Validations[FKLM08]. Validity [BMN07]. Value [Bjo09, Bur08, KM08b]. Valued[HS09b]. Values [BZ09, FK05, Mis06, MK04, Sal09, SS09d]. Vanishing[BM04c, ABC05b]. Vapor [GPT02, TAL06, dMG04]. Vapour [PIRB03].Variability [SSB04, SS00b]. Variable [GJ08c, GMNT05, Hei04, Too04].Variables [Ano01d, FLS07, MNBO09, Sem08, WW01, Weh97]. Variance[BK08, FPS00, Set06, vdEvdHH08]. Variation [Asa00]. Variational[AS01, BD04a, BD04b, FLR03, GS07a, Hir05, Pre03, Pre07, Yoo07]. Various[LR06]. Varying [LD01]. Vector [AVZ00, BCS09, Kor00]. Vectors[Hua09, JS01e]. Velocities [Win02]. Velocity[ASB02, BZ03, BTV09, CM00, CO08a, CC00a, CGH+03, CC00b, Cor04,DGZ09, FH04, HKW07, KK02b, KK02c, KP04, Lu05, MDL+03, Pia01, RS09,RRS+00, RK00, Sab08, Val09b, Val09a]. Verena [Hol02a]. Verhulst [Cac08].Verification [Rut01]. Verlag [Pod04b, Sah02, Shl04]. Version[Liu09, Tum06]. Versions [Law09]. Versus [DJ07, GG00, LSSW03, Ric00].Vertex[Bax02, Bax04a, BL09, DFM01, FM03, FM05a, FM09a, KP08a, WK04].Vertical [EK00]. Very [DN04, Lu06]. Vesicles [Car03, KIBG+06].Vespignani [bA09]. Via [Sal09, All08, Bak06, BJR02, BET00, BCM02, CL03,
61
CMS05, EMO08, FL03a, Has00, HPCH00, HMG08, JS01d, Ryc08, Tah09].Viana [GT04b]. Vicious [DPP09, KG03]. Vicsek [Pod02a]. Victor [Rit01].Video [PR07]. Vieri [Rub09b]. View [BCF+09, MCG08, Nou02, NOV04].Viewed [FS06]. Views [Ano01c]. Villani [Hag07, LS04b]. Violation[LK06b]. Virial [CM04c, CM06, Lyb05, cR04]. Virtual [JAWC08]. Virtues[vWL00]. Virus [Hol07, Sch07]. Visco [LM06]. Visco-Elastic [LM06].Viscosity [LOV04]. Viscous [BBL00, CRT00, CT04b]. Visual [LK06a].Vlasov [CM00, Jab01, Lan09]. Void [DS07]. Vol[Dom04, Han02, KK02b, Roe03]. Volterra [MGT07]. Volume[CT04a, CSP02, CHNO06, Dim09, GII08, MO01]. Volumes [DN04].Voronoi [DSC02, Luc08a, Luc09b, SEZ05]. Vortex [BBL00, FM07].Vortices [BDL08, ER07, LB01]. Vote [dSFM02]. Voter [SMS09]. Vries[BKLO00, Gar01]. vs [BLP09, EK05b, NS02, Pre03]. Vulpiani [Opp09].
W [Fre08b, Opp03b]. Waals [BA06, FP04, Kaw03]. Waerden [Cag02].Wagner [LM02, Vel00]. Waiting [Cha00, Mag09b, Zab06]. Walk[And05, AR06, CCM00, Cro09, DDH08, Fra07a, HvdHS08, Ken04, MCZ06,MvWH+01, McD01, Pat07a, Raw03, SD08, Wei05, Yar08, Zab06]. Walker[DM08]. Walkers [DPP09, Ess03, FVE03, KG03, LK09]. Walks[BL04, BZ04, BZ09, BCFP05, BK09, BK02, CPK07, CCF+00, CGJ+05,Cau02a, Cau02b, Els00, FF04, FLW08, Ghe09, Gra09, GMNT05, HL08, Ken02,Koz00, MO09a, Mat08, MS08b, OEB01, SD06, Tel06a, YBMS06, Zab08].Wall [AC01a, AC01b, AC04, BL09, BMD00, DDH08, DT00, DFF02, Fis06b,Fis08, HGST00, HI04, HI05, JS01b, Pia00, SA02, SWK09, SD08].Wall-Induced [BMD00]. Walls [AB09, BFGM02, KG03, Sak06, Sak07].War [MKL08]. Ward [BM04c, DRC04]. Wark [Opp02a]. Warnecke[Opp04a]. Water [SBG03, VKVT02]. Watermelon [OEB01]. Wave[CCL04, DKRS02, FK00, GLTZ06, HM00, KS09, Lem00, Noz04, SLB00,Tah09, Fre08a]. Wave-Like [FK00]. Wavefront [FM02a]. Waveguide[Naj07]. Waveguides [AR00]. Waves[CMS04, CC00a, CD05, Fan05, MM08, Naj07, WX06]. Wavevector[AYJP01b, AYP07b]. Wavevector-Dependent [AYJP01b, AYP07b]. Weak[Bao00, Blo01, BKM02, Cer05b, Cer06, DN04, DJ07, DGZ09, FJ05, KBS02,KR07, Lu06, MG02, Pro09b, Rot06, TAL06, Yar05, AC01b].Weak-Coupling [AC01b]. Weakly [AE08, ALS06b, AMP04, BZ00b, BZ08b,CMS04, CS08b, DDH08, DELO05, ED04, Erd02, FW06, GS09, JR08, LS09b,MS08b, RB08, Spo06b, Spo06c, vWR05]. Weber [Tum06]. Wegner [Bou09].Wehr [Ano01d]. Wei [Mas08]. Weierstrass [SM01]. Weighted [BZ09].Weiss [AFFS06, CCIL08]. Well [Ace00, CGK+04, DB01, Sac05]. Wells[DB00]. Wetting [BLM03, DMSR00, DDMSR04, GN08, PIRB03]. Which[Ram07, Rue02, You02]. White [Bao01, CL00, Fan05, FG00, GCU02, Val09a].White-Noise [Fan05, Val09a]. Whitening [GOBY06]. Who [Ano00e].Whole [Ghe09]. Whole-Plane [Ghe09]. Widom[Dag03b, Sod17, Iof02, Sod09, YS00]. Width [MM05c]. Widths [Kom08].
REFERENCES 62
Wiener [Fuk08]. Wigner [Fan05, GT08, Han07, Luo07, LZ08, PS07b]. Wild[CS02, CL03]. Wilkens [Shl04]. William [Kad03b]. Winding [HL08, PM04].Windings [FF04]. Winterbottom [BIV01]. Wires [KN03]. with/against[Bla08]. Without [Ale01b, Cer06, FPD01, Fou00, FM01c, Fou06, Kie04a,Kie04b, MRV02, Kad03b]. Witten [Lo08]. WKB [KS07]. Wolfang[Mas02a]. Work [PdKV09, San05, Sin08, TC08a]. Workshop [Leb09b].World [Dys04, Han02, Hol02a, LR06, New00, Opp01, Opp02b, Opp04c,Opp04d, Rod02, Wit03]. Worlds [Ano01b]. Worm [Hos00]. Would [Rue02].Wound [CKSZ06, KSSM07]. Wulff [DDH06]. WWW [Bog04].
xanthus [SBSAD07]. xiii [Rap01]. XORSAT [MRTZ03]. Xu [Mas08]. xv[Aba00]. XXZ [BA01, FM01a, FSZ01, KMSS01, Nep03]. XY [AP03]. Xylem[VKVT02].
Y. [Git09]. Yanase [Luo07, LZ08, Han07]. Yang[BG01a, Car03, GW09, Jaf03]. Yangian [BGX01]. Yasha [Rue02]. Years[Sin02]. Yeast [YCCN07]. York [Dag03a, Opp03b, Pod04b, Sah02]. Yorke[ECSB00]. Young [DMSR03, KG03]. Yukawa [CG00a, Jan01a].
Zernike [HK02b, KRT00]. Zero [BTM+04, BK08, BTT07, BP01b, CN04b,DJ05, DG08, DP04, DP03, EGGI01, FHAY06, Gir01, GSS03, GS08c, GS08d,HN03, JMU05, JL00b, LM06, LMS05, LTWW02, MP03, Mor07, PdKV09, PM05,SSD00, SM08, SH07, Sot07, Uch04, Wu02, vER07]. Zero-Dimensional [JL00b].Zero-Energy [DP04]. Zero-Entropy [DJ05]. Zero-Point [PdKV09]. Zero-Range [GS08c, GS08d, LMS05, SH07, PM05]. Zero-Range-Exclusion [Uch04].Zero-Resistance [FHAY06]. Zero-Temperature [CN04b, HN03, Mor07, Sot07,Wu02]. Zeroes [JK01, LW01b]. Zeros [BG01a, BBCK04, JS01a, JSS03, JS06,KT09, Mac09, SS01, SS09b]. Zeta [SL02]. Zeta-functions [SL02]. Zhang[BTM+04, KR06, SS09c, SMT03]. Zinn [Rub09a]. Zone [LR06]. Zwanzig[AVE07, Kup04].
ReferencesAndries:2002:CBT
[AAP02] Pierre Andries, Kazuo Aoki, and Benoit Perthame. A consis-tent BGK-type model for gas mixtures. Journal of StatisticalPhysics, 106(5–6):993–1018, March 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014033703134.
Albano:2009:PCN
[AB09] Ezequiel V. Albano and Kurt Binder. Phase coexistence innanoscopically thin films confined by asymmetric walls. Jour-
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[ABC05a] Kenneth S. Alexander, Marek Biskup, and Lincoln Chayes. Col-ligative properties of solutions: I. Fixed concentrations. Jour-nal of Statistical Physics, 119(3–4):479–507, May 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-3016-2.
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[Ada01] Stefan Adams. Complete equivalence of the Gibbs ensembles forone-dimensional Markov systems. Journal of Statistical Physics,105(5–6):879–908, December 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013505328774.
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Asselah:2001:DEB
[ADLM01] A. Asselah, P. Dai Pra, J. L. Lebowitz, and Ph. Mounaix. Diffu-sion effects on the breakdown of a linear amplifier model drivenby the square of a Gaussian field. Journal of Statistical Physics,104(5–6):1299–1315, September 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010470231689.
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[AE08] Riccardo Adami and Laszlo Erdos. Rate of decoherence for anelectron weakly coupled to a phonon gas. Journal of StatisticalPhysics, 132(2):301–328, July 2008. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9561-8.
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[AER05] Francis J. Alexander, Gregory L. Eyink, and Juan M. Restrepo.Accelerated Monte Carlo for optimal estimation of time series.Journal of Statistical Physics, 119(5–6):1331–1345, June 2005.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-005-3770-1.
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Adler:2000:CSO
[AFNvM00] M. Adler, P. J. Forrester, T. Nagao, and P. van Moerbeke.Classical skew orthogonal polynomials and random matrices.Journal of Statistical Physics, 99(1–2):141–170, April 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018644606835.
Arratia:2005:SSF
[AG05] P. E. Arratia and J. P. Gollub. Statistics of stretching fields inexperimental fluid flows exhibiting chaotic advection. Journalof Statistical Physics, 121(5–6):805–822, December 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-8664-8.
Andrieux:2007:FTC
[AG07] David Andrieux and Pierre Gaspard. Fluctuation theorem forcurrents and Schnakenberg network theory. Journal of StatisticalPhysics, 127(1):107–131, April 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9233-5.
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[AG09] Ricardo J. Alonso and Irene M. Gamba. Distributional andclassical solutions to the Cauchy Boltzmann problem for softpotentials with integrable angular cross section. Journal ofStatistical Physics, 137(5–6):1147–1165, December 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9873-3.
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[AGT07] Riccardo Adami, Francois Golse, and Alessandro Teta. Rigorousderivation of the cubic NLS in dimension one. Journal of Statis-tical Physics, 127(6):1193–1220, June 2007. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9271-z.
Albeverio:2002:REQ
[AGY02] Sergio Albeverio, Hanno Gottschalk, and Minoru W. Yoshida.Representing Euclidean quantum fields as scaling limit of par-ticle systems. Journal of Statistical Physics, 108(1–2):361–369,July 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1015456005923.
Anderson:2001:SFF
[AH01] Philip W. Anderson and F. Duncan M. Haldane. The symme-tries of fermion fluids at low dimensions. Journal of StatisticalPhysics, 103(3–4):425–428, May 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010324912515.
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[AH03] Maximino Aldana and Cristian Huepe. Phase transitions in self-driven many-particle systems and related non-equilibrium mod-els: A network approach. Journal of Statistical Physics, 112(1–2):135–153, July 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023675519930.
Arponen:2007:DEK
[AH07] Heikki Arponen and Peter Horvai. Dynamo effect in the Kraich-nan magnetohydrodynamic turbulence. Journal of StatisticalPhysics, 129(2):205–239, October 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9399-5.
Aharony:2003:ONR
[Aha03] Amnon Aharony. Old and new results on multicritical points.Journal of Statistical Physics, 110(3–6):659–669, March 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022103717585.
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[AK02] Santosh Ansumali and Iliya V. Karlin. Entropy function ap-proach to the lattice Boltzmann method. Journal of StatisticalPhysics, 107(1–2):291–308, April 2002. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014575024265.
Akemann:2007:ISG
[AK07] Gernot Akemann and Eugene Kanzieper. Integrable structureof Ginibre’s ensemble of real random matrices and a Pfaffianintegration theorem. Journal of Statistical Physics, 129(5–6):1159–1231, December 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9381-2.
Arguin:2009:SPS
[AK09] Louis-Pierre Arguin and Nicola Kistler. Small perturbationsof a spin glass system. Journal of Statistical Physics, 135(5–6):1167–1180, June 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9694-4.
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Ahn:2001:ARA
[AKR01] Changrim Ahn, Chanju Kim, and Chaiho Rim. Applica-tions of reflection amplitudes in Toda-type theories. Jour-nal of Statistical Physics, 102(3–4):385–419, February 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1004826214195.
Aktekin:2001:FSS
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[AL01] V. V. Anh and N. N. Leonenko. Spectral analysis of fractional ki-netic equations with random data. Journal of Statistical Physics,104(5–6):1349–1387, September 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010474332598.
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[AL03] A. Aissani and K. Lendi. Conditions for bounded solutions ofnon–Markovian quantum master equations. Journal of Statisti-cal Physics, 111(5–6):1353–1362, June 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023064518885.
Arlotti:2007:IRL
[AL07] Luisa Arlotti and Bertrand Lods. Integral representation of thelinear Boltzmann operator for granular gas dynamics with appli-cations. Journal of Statistical Physics, 129(3):517–536, Novem-ber 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9402-1.
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[Alb08] E. Albayrak. Critical and compensation temperatures of theIsing bilayer system consisting of spin-1/2 and spin-1 atoms.Journal of Statistical Physics, 130(4):829–830, February 2008.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-007-9330-0.
Alexander:2001:SGDa
[Ale01a] Kenneth S. Alexander. The spectral gap of the 2-D stochas-tic Ising model with nearly single-spin boundary conditions.Journal of Statistical Physics, 104(1–2):59–87, July 2001. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010301525937.
Alexandre:2001:SSB
[Ale01b] Radjesvarane Alexandre. Some solutions of the Boltzmann equa-tion without angular cutoff. Journal of Statistical Physics, 104(1–2):327–358, July 2001. CODEN JSTPSB. ISSN 0022-4715
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Allahverdyan:2008:EHM
[All08] Armen E. Allahverdyan. Entropy of hidden Markov processesvia cycle expansion. Journal of Statistical Physics, 133(3):535–564, November 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9613-0.
Abe:2007:HSD
[ALM07] Sumiyoshi Abe, Bernhard Lesche, and Jens Mund. How shouldthe distance of probability assignments be judged? Journalof Statistical Physics, 128(5):1189–1196, September 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9344-7.
Albeverio:2007:SHF
[ALR07] Sergio Albeverio, Saidakhmat N. Lakaev, and Tulkin H. Ra-sulov. On the spectrum of an Hamiltonian in Fock space. Dis-crete spectrum asymptotics. Journal of Statistical Physics, 127(2):191–220, April 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9240-6.
Anh:2003:HOS
[ALS03] V. V. Anh, N. N. Leonenko, and L. M. Sakhno. Higher-orderspectral densities of fractional random fields. Journal of Statis-tical Physics, 111(3–4):789–814, May 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022898131682.
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[ALS06a] V. V. Anh, N. N. Leonenko, and L. M. Sakhno. Spectral prop-erties of Burgers and KPZ turbulence. Journal of StatisticalPhysics, 122(5):949–974, March 2006. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-9009-3.
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[ALS06b] Kenichiro Aoki, Jani Lukkarinen, and Herbert Spohn. Energytransport in weakly anharmonic chains. Journal of Statistical
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[ALS09] Arvind Ayyer, Joel L. Lebowitz, and Eugene R. Speer. On thetwo species asymmetric exclusion process with semi-permeableboundaries. Journal of Statistical Physics, 135(5–6):1009–1037,June 2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9724-2.
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[AM04] S. Albeverio and S. Mazzucchi. Some new developments inthe theory of path integrals, with applications to quantum the-ory. Journal of Statistical Physics, 115(1–2):191–215, April 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019836.37663.d9.
Ambegaokar:2006:DDQ
[Amb06] Vinay Ambegaokar. Dissipation and decoherence in a quan-tum oscillator. Journal of Statistical Physics, 125(5–6):1183–1192, December 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8018-6.
Arbieto:2004:BPW
[AMP04] Alexander Arbieto, Carlos Matheus, and Maria Jose Paci-fico. The Bernoulli property for weakly hyperbolic systems.Journal of Statistical Physics, 117(1–2):243–260, October 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000044058.99450.c9.
Aumaitre:2006:ELF
[AMP06] Sebastien Aumaıtre, Kirone Mallick, and Francois Petrelis. Ef-fects of the low frequencies of noise on on–off intermittency.Journal of Statistical Physics, 123(4):909–927, May 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9116-9.
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Amsalu:2008:TAL
[AMV08] Saba Amsalu, Heinrich Matzinger, and Marina Vachkovskaia.Thermodynamical approach to the longest common subsequenceproblem. Journal of Statistical Physics, 131(6):1103–1120, June2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-008-9533-z.
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[AN00] L. Arkeryd and A. Nouri. On the Milne problem and thehydrodynamic limit for a steady Boltzmann equation model.Journal of Statistical Physics, 99(3–4):993–1019, May 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018655815285.
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[AN05] L. Arkeryd and A. Nouri. The stationary nonlinear Boltzmannequation in a Couette setting with multiple, isolated Lq-solutionsand hydrodynamic limits. Journal of Statistical Physics, 118(5–6):849–881, March 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2708-3.
Arkeryd:2006:TCT
[AN06] L. Arkeryd and A. Nouri. On a Taylor–Couette type bifurca-tion for the stationary nonlinear Boltzmann equation. Jour-nal of Statistical Physics, 124(2–4):401–443, August 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-8008-8.
Andreoletti:2005:APL
[And05] Pierre Andreoletti. Alternative proof for the localization ofSinai’s walk. Journal of Statistical Physics, 118(5–6):883–933,
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Andreoletti:2008:LRS
[And08] Pierre Andreoletti. A limit result for a system of particlesin random environment. Journal of Statistical Physics, 131(2):235–246, April 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9497-z.
Anonymous:2000:AIJ
[Ano00a] Anonymous. Author index for journal of statistical physics(2000). Journal of Statistical Physics, 101(5–6):1137–1150, De-cember 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018859608667.
Anonymous:2000:BRBc
[Ano00b] Anonymous. Book review: A Practical Introduction to the Sim-ulation of Molecular Systems. Journal of Statistical Physics, 99(3–4):1053–1055, May 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018668218011.
Anonymous:2000:BRBa
[Ano00c] Anonymous. Book review: Monte Carlo Methods in StatisticalPhysics. Journal of Statistical Physics, 98(1–2):503–505, Jan-uary 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018651611707.
Anonymous:2000:BRBb
[Ano00d] Anonymous. Book review: Thermal Physics. Journal of Statis-tical Physics, 99(3–4):1051–1052, May 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018616201173.
Anonymous:2000:BRL
[Ano00e] Anonymous. Book review: Ludwig Boltzmann: The manwho trusted atoms. Journal of Statistical Physics, 98(5–6):1429–1432, March 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018640401191.
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Anonymous:2000:BRM
[Ano00f] Anonymous. Book review: Molecular thermodynamics. Jour-nal of Statistical Physics, 98(5–6):1425–1427, March 2000. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018688317121.
Anonymous:2000:BRN
[Ano00g] Anonymous. Book review: Nonequilibrium phase transitionsin lattice models. Journal of Statistical Physics, 98(5–6):1417–1418, March 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018684116212.
Anonymous:2000:BRS
[Ano00h] Anonymous. Book review: Scaling limits of interacting parti-cle systems. Journal of Statistical Physics, 98(5–6):1419–1424,March 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018636300282.
Anonymous:2000:CNB
[Ano00i] Anonymous. Call for nominations for the 2001 Boltzmannaward. Journal of Statistical Physics, 99(3–4):1071, May 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018624402990.
Anonymous:2000:FCBa
[Ano00j] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 98(1–2):511–512, Jan-uary 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018655712616.
Anonymous:2000:FCBb
[Ano00k] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 98(3–4):971–972, Febru-ary 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018644528759.
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Anonymous:2000:FCBc
[Ano00l] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 98(5–6):1433–1434,March 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018692418029.
Anonymous:2000:FCBd
[Ano00m] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 99(1–2):627–628, April2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1018692023231.
Anonymous:2000:FCBe
[Ano00n] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 99(3–4):1073–1074, May2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1018676419828.
Anonymous:2000:FCBf
[Ano00o] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 99(5–6):1429–1430, June2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1018605326188.
Anonymous:2000:FCBg
[Ano00p] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 100(1–2):489–490, July2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1018772716913.
Anonymous:2000:FCBh
[Ano00q] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 100(3–4):803–804, Au-gust 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018715729885.
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Anonymous:2000:FCBi
[Ano00r] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 100(5–6):1179–1182,September 2000. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018732317577.
Anonymous:2000:FCBj
[Ano00s] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 101(1–2):711, October2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1026677417714.
Anonymous:2000:FCBk
[Ano00t] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 101(3–4):933, Novem-ber 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026679307759.
Anonymous:2000:FCBl
[Ano00u] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 101(5–6):1151–1152, De-cember 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026673424597.
Anonymous:2000:Pa
[Ano00v] Anonymous. Preface. Journal of Statistical Physics, 100(1–2):1–2, July 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018619123888.
Anonymous:2000:Pb
[Ano00w] Anonymous. Preface. Journal of Statistical Physics, 101(1–2):1–2, October 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026467624528.
Anonymous:2000:PSMa
[Ano00x] Anonymous. Program of the 82nd Statistical Mechanics Meet-ing. Journal of Statistical Physics, 99(3–4):1057–1065, May
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2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1018620302081.
Anonymous:2000:PSMb
[Ano00y] Anonymous. Program of the 83rd Statistical Mechanics Meet-ing. Journal of Statistical Physics, 100(5–6):1173–1178, Septem-ber 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018731629283.
Anonymous:2000:PSS
[Ano00z] Anonymous. Program of the Sixth Statistical Physics Days.Journal of Statistical Physics, 99(3–4):1067–1070, May 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018672318920.
Anonymous:2001:AIJ
[Ano01a] Anonymous. Author index for journal of statistical physics(2001). Journal of Statistical Physics, 105(5–6):945–956, De-cember 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017455530700.
Anonymous:2001:BRB
[Ano01b] Anonymous. Book review: Small Worlds. The Dynamics of Net-works Between Order and Randomness. Journal of StatisticalPhysics, 102(1–2):369–370, January 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026585314580.
Anonymous:2001:BRS
[Ano01c] Anonymous. Book review: Stochastic and dynamic views ofchemical reaction kinetics in solutions. Journal of StatisticalPhysics, 102(5–6):1447–1448, March 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017385317289.
Anonymous:2001:ESL
[Ano01d] Anonymous. Erratum on ‘A Strong Law of Large Numbers for It-erated Functions of Independent Random Variables,’ Jan Wehr,J. Stat. Phys. 86:1373 (1997). Journal of Statistical Physics,
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104(3–4):901, August 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017339609610. See [Weh97].
Anonymous:2001:FCBa
[Ano01e] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 102(1–2):371–372, Jan-uary 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026635609790.
Anonymous:2001:FCBb
[Ano01f] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 102(3–4):1083–1084,February 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017365722166.
Anonymous:2001:FCBc
[Ano01g] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 102(5–6):1449, March2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017352500611.
Anonymous:2001:FCBd
[Ano01h] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 103(1–2):409–410, April2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017354107340.
Anonymous:2001:FCBe
[Ano01i] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 103(3–4):645–646, May2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017356601230.
Anonymous:2001:FCBf
[Ano01j] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 103(5–6):1155–1156,
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Anonymous:2001:FCBg
[Ano01k] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 104(1–2):487–488, July2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017347020370.
Anonymous:2001:FCBh
[Ano01l] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 104(3–4):903–904, Au-gust 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017391601031.
Anonymous:2001:FCBi
[Ano01m] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 104(5–6):1409–1410,September 2001. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017461013531.
Anonymous:2001:FCBj
[Ano01n] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 105(1–2):411–412, Oc-tober 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017354715529.
Anonymous:2001:FCBk
[Ano01o] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 105(3–4):721, Novem-ber 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017418322579.
Anonymous:2001:FCBl
[Ano01p] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 105(5–6):957–958, De-cember 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-
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9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017452814770.
Anonymous:2001:LPL
[Ano01q] Anonymous. Luttinger’s publications list. Journal of StatisticalPhysics, 103(3–4):641–643, May 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017372818875.
Anonymous:2001:O
[Ano01r] Anonymous. Obituary. Journal of Statistical Physics, 103(3–4):413–415, May 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017320711606.
Anonymous:2001:Pa
[Ano01s] Anonymous. Preface. Journal of Statistical Physics, 102(3–4):373–374, February 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017317713287.
Anonymous:2001:Pb
[Ano01t] Anonymous. Preface. Journal of Statistical Physics, 103(3–4):411–412, May 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017325827536.
Anonymous:2001:PSMa
[Ano01u] Anonymous. Program of the 84th Statistical Mechanics Meet-ing. Journal of Statistical Physics, 103(5–6):1147–1153, June2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017310126922.
Anonymous:2001:PSMb
[Ano01v] Anonymous. Program of the 85th Statistical Mechanics Meet-ing. Journal of Statistical Physics, 105(1–2):405–410, October2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017321831459.
Anonymous:2002:AIJ
[Ano02a] Anonymous. Author index for journal of statistical physics(2002). Journal of Statistical Physics, 109(5–6):1125–1138, De-
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cember 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020442926264.
Anonymous:2002:FCBa
[Ano02b] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 106(1–2):405–406, Jan-uary 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017461514114.
Anonymous:2002:FCBb
[Ano02c] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 106(3–4):855–856, Febru-ary 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017413028207.
Anonymous:2002:FCBc
[Ano02d] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 106(5–6):1255–1257,March 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017421209689.
Anonymous:2002:FCBd
[Ano02e] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 107(1–2):597–598, April2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017439802190.
Anonymous:2002:FCBe
[Ano02f] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 107(3–4):943–944, May2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017481004763.
Anonymous:2002:FCBf
[Ano02g] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 107(5–6):1305, June2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613
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(electronic). URL http://link.springer.com/article/10.1023/A%3A1017408028927.
Anonymous:2002:FCBg
[Ano02h] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 108(1–2):371–372, July2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1017470302349.
Anonymous:2002:FCBh
[Ano02i] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 108(3–4):719–720, Au-gust 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1017465022900.
Anonymous:2002:FCBi
[Ano02j] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 108(5–6):1303–1304,September 2002. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019712104553.
Anonymous:2002:FCBj
[Ano02k] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 109(1–2):351–352, Oc-tober 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019998719962.
Anonymous:2002:FCBk
[Ano02l] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 109(3–4):921–922,November 2002. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020471409426.
Anonymous:2002:FCBl
[Ano02m] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 109(5–6):1139–1140, De-cember 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020494910335.
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Anonymous:2002:PSM
[Ano02n] Anonymous. Program of the 87th Statistical Mechanics Meet-ing Celebrating the 85th Birthday of Howard Reiss. Jour-nal of Statistical Physics, 109(1–2):345–349, October 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1019965204550.
Anonymous:2003:AIJ
[Ano03a] Anonymous. Author index for journal of statistical physics(2003). Journal of Statistical Physics, 113(5–6):889–900, De-cember 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027324913870.
Anonymous:2003:FCBa
[Ano03b] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 110(1–2):461–464, Jan-uary 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1021058212231.
Anonymous:2003:FCBb
[Ano03c] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 110(3–6):1523–1524,March 2003. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/accesspage/article/10.1023/A%3A1022162217780.
Anonymous:2003:FCBc
[Ano03d] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 111(1–2):503–504, April2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1022209626946.
Anonymous:2003:FCBd
[Ano03e] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 111(3–4):1025–1026,May 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022861508794.
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Anonymous:2003:FCBe
[Ano03f] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 111(5–6):1405–1406,June 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023042831547.
Anonymous:2003:FCBf
[Ano03g] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 112(1–2):435–436, July2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1023656410361.
Anonymous:2003:FCBg
[Ano03h] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 112(3–4):887–888, Au-gust 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023844513068.
Anonymous:2003:FCBh
[Ano03i] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 112(5–6):1221–1222,September 2003. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1024612924881.
Anonymous:2003:FCBi
[Ano03j] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 113(1–2):387, October2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1025791313728.
Anonymous:2003:FCBj
[Ano03k] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 113(3–4):635–636,November 2003. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026081121056.
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Anonymous:2003:FCBk
[Ano03l] Anonymous. Future contributions to Journal of StatisticalPhysics. Journal of Statistical Physics, 113(5–6):901–902, De-cember 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027373024634.
Anonymous:2003:PSMa
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Alves:2006:CSE
[AOT06] Jose F. Alves, Krerley Oliveira, and Ali Tahzibi. On the conti-nuity of the SRB entropy for endomorphisms. Journal of Sta-tistical Physics, 123(4):763–785, May 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9059-1.
Aschbacher:2003:NES
[AP03] Walter H. Aschbacher and Claude-Alain Pillet. Non-equilibriumsteady states of the XY chain. Journal of Statistical Physics,112(5–6):1153–1175, September 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1024619726273.
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[AR00] Gursoy B. Akguc and L. E. Reichl. Conductance and statis-tical properties of chaotic and integrable electron waveguides.Journal of Statistical Physics, 98(3–4):813–834, February 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018683710779.
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[AR06] T. Antal and S. Redner. Escape of a uniform random walk froman interval. Journal of Statistical Physics, 123(6):1129–1144,June 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9139-2.
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Arguin:2002:HFK
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[AVBM06] Sandro Azaele, Igor Volkov, Jayanth R. Banavar, and AmosMaritan. Linear one-step processes with artificial boundaries.Journal of Statistical Physics, 125(2):491–511, October 2006.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-006-9158-z.
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Angelescu:2000:QVA
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Yong:2005:NTS
[aYL05] Wen an Yong and Li-Shi Luo. Nonexistence of H theorem forsome lattice Boltzmann models. Journal of Statistical Physics,121(1–2):91–103, October 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-5958-9.
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Braak:2001:SXC
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[bA08] Daniel ben Avraham. Michael F. Barnsley: Superfractals. Jour-nal of Statistical Physics, 130(1):203–204, January 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9441-7.
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[bA09] Daniel ben Avraham. A. Barrat, M. Barthelemy, A. Vespignani:Dynamical Processes on Complex Networks. Journal of Statisti-cal Physics, 135(4):773–774, May 2009. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9761-x.
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Baker:2003:CAP
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Barra:2002:ADH
[BG02] Felipe Barra and Thomas Gilbert. Algebraic decay in hier-archical graphs. Journal of Statistical Physics, 109(3–4):777–801, November 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020427018179.
Berglund:2004:NIP
[BG04a] Nils Berglund and Barbara Gentz. On the noise-induced pas-sage through an unstable periodic orbit I: Two-level model.Journal of Statistical Physics, 114(5–6):1577–1618, March 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000013966.54504.da.
Bodineau:2004:LTR
[BG04b] Thierry Bodineau and Giambattista Giacomin. On the local-ization transition of random copolymers near selective inter-faces. Journal of Statistical Physics, 117(5–6):801–818, Decem-ber 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-5705-7.
Bobylev:2006:BEM
[BG06] A. V. Bobylev and I. M. Gamba. Boltzmann equations for mix-tures of Maxwell gases: Exact solutions and power like tails.Journal of Statistical Physics, 124(2–4):497–516, August 2006.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-006-9044-8.
Bjornberg:2009:PTQ
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Bonetto:2006:CHF
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Bobylev:2001:EIE
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Boon:2003:PDE
[BGL03] Jean Pierre Boon, Patrick Grosfils, and James F. Lutsko.Propagation-dispersion equation. Journal of Statistical Physics,113(3–4):527–548, November 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026068718330.
Bertini:2005:LDS
[BGL05] Lorenzo Bertini, Davide Gabrielli, and Joel L. Lebowitz. Largedeviations for a stochastic model of heat flow. Journal ofStatistical Physics, 121(5–6):843–885, December 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-5527-2.
Bodineau:2008:CSI
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Brydges:2004:FRD
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Banavar:2003:SIS
[BGMM03] Jayanth R. Banavar, Oscar Gonzalez, John H. Maddocks,and Amos Maritan. Self-interactions of strands and sheets.Journal of Statistical Physics, 110(1–2):35–50, January 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1021010526495.
Batchelor:2004:QPD
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Bobylev:2004:MIH
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Bardos:2006:HSP
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[BGV01] Thierry Bodineau, Giambattista Giacomin, and Yvan Velenik.On entropic reduction of fluctuations. Journal of StatisticalPhysics, 102(5–6):1439–1445, March 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1004860900450.
Banerjee:2001:TLP
[BGW01] Shubho Banerjee, R. B. Griffiths, and M. Widom. Thermo-dynamic limit for polydisperse fluids. Journal of StatisticalPhysics, 104(3–4):725–752, August 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010380705975.
Bai:2001:FUH
[BGX01] Cheng-Ming Bai, Mo-Lin Ge, and Kang Xue. Further under-standing of hydrogen atom: Yangian approach and physical ef-fect. Journal of Statistical Physics, 102(3–4):545–557, February2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1004834516013.
Baake:2000:DRT
[BH00] Michael Baake and Moritz Hoffe. Diffraction of random tilings:Some rigorous results. Journal of Statistical Physics, 99(1–2):219–261, April 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018648707744.
Bakhtin:2008:LDR
[BH08a] Yuri Bakhtin and Christine Heitsch. Large deviations for ran-dom trees. Journal of Statistical Physics, 132(3):551–560, Au-gust 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9540-0.
Benjamini:2008:ECT
[BH08b] Itai Benjamini and Christopher Hoffman. Exponential clog-ging time for a one dimensional DLA. Journal of StatisticalPhysics, 131(6):1185–1188, June 2008. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9557-4.
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Bloch:2004:GSO
[BHRW04] Anthony M. Bloch, Patrick Hagerty, Alberto G. Rojo, andMichael I. Weinstein. Gyroscopically stabilized oscillators andheat baths. Journal of Statistical Physics, 115(3–4):1073–1100,May 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000022367.36305.d3.
Bellissard:2007:CEA
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Brydges:2003:DRF
[BI03] David C. Brydges and John Z. Imbrie. Dimensional re-duction formulas for branched polymer correlation functions.Journal of Statistical Physics, 110(3–6):503–518, March 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022143331697.
Barreira:2006:SFC
[BI06] Luis Barreira and Godofredo Iommi. Suspension flows overcountable Markov shifts. Journal of Statistical Physics, 124(1):207–230, July 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9140-9.
Biryuk:2006:IME
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Birnir:2007:OMM
[Bir07] Bjorn Birnir. An ODE model of the motion of pelagic fish.Journal of Statistical Physics, 128(1–2):535–568, July 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9292-2.
Bodineau:2001:WCF
[BIV01] T. Bodineau, D. Ioffe, and Y. Velenik. Winterbottom construc-tion for finite range ferromagnetic models: An L1-approach.Journal of Statistical Physics, 105(1–2):93–131, October 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1012277926007.
Baker:2000:PPR
[BJ00] George A. Baker, Jr. and J. D. Johnson. The Pauli principle andthe restricted primitive model. Journal of Statistical Physics,100(1–2):233–242, July 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018647930248.
Bourgain:2002:CLE
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Bao:2006:LPT
[BJ06] Jing-Dong Bao and Ying Jia. Last passage time statistics forbarrier-crossing processes. Journal of Statistical Physics, 123(4):861–869, May 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9082-2.
Barre:2008:FTL
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Bjornberg:2009:CVQ
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Baladi:2002:DDD
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Biskup:2001:SED
[BK01a] Marek Biskup and Wolfgang Konig. Screening effect due toheavy lower tails in one-dimensional parabolic Anderson model.Journal of Statistical Physics, 102(5–6):1253–1270, March 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1004840328675.
Bunimovich:2001:LPR
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Bunimovich:2002:WRE
[BK02] Leonid A. Bunimovich and Milena A. Khlabystova. Walks inrigid environments: Continuous limits. Journal of StatisticalPhysics, 108(5–6):905–925, September 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019727111513.
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[BK03a] Jeremie Bec and Konstantin Khanin. Forced Burgers equationin an unbounded domain. Journal of Statistical Physics, 113(5–6):741–759, December 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027356518273.
Bunimovich:2003:ODL
[BK03b] Leonid A. Bunimovich and Milena A. Khlabystova. One-dimensional Lorentz gas with rotating scatterers: Exact so-lutions. Journal of Statistical Physics, 112(5–6):1207–1218,September 2003. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1024623827182.
Blanchard:2004:CPO
[BK04] Ph. Blanchard and T. Kruger. The ‘Cameo Principle’ andthe origin of scale-free graphs in social networks. Journalof Statistical Physics, 114(5–6):1399–1416, March 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000013969.87579.39.
Bovier:2007:LES
[BK07] Anton Bovier and Irina Kurkova. Local energy statistics in spinglasses. Journal of Statistical Physics, 126(4–5):933–949, March2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-006-9141-8.
Balazs:2008:OCV
[BK08] Marton Balazs and Julia Komjathy. Order of current varianceand diffusivity in the rate one totally asymmetric zero rangeprocess. Journal of Statistical Physics, 133(1):59–78, October2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-008-9604-1.
Bricmont:2009:RWS
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Beghin:2000:GLB
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Borgs:2002:FSE
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Belitsky:2001:CAM
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Beghin:2007:SLO
[BKOS07] L. Beghin, Yu. Kozachenko, E. Orsingher, and L. Sakhno.On the solutions of linear odd-order heat-type equations withrandom initial conditions. Journal of Statistical Physics, 127(4):721–739, May 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9309-x.
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Boilley:2006:NMD
[BL06] David Boilley and Yoann Lallouet. Non-Markovian diffusion overa saddle with a generalized Langevin equation. Journal of Statis-tical Physics, 125(2):473–489, October 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9197-5.
Bodineau:2008:LDL
[BL08a] Thierry Bodineau and Raphael Lefevere. Large deviations oflattice Hamiltonian dynamics coupled to stochastic thermostats.Journal of Statistical Physics, 133(1):1–27, October 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9601-4.
Braga:2008:REB
[BL08b] Gastao A. Braga and Paulo C. Lima. On the residual en-tropy of the Blume–Emery–Griffiths model. Journal of Statisti-cal Physics, 130(3):571–578, February 2008. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9457-z.
Braga:2008:RRE
[BL08c] Gastao A. Braga and Paulo C. Lima. A remark on the residualentropy of the antiferromagnetic Ising model in the maximalcritical field. Journal of Statistical Physics, 131(6):1189–1193,June 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9549-4.
Bleher:2009:ESS
[BL09] Pavel Bleher and Karl Liechty. Exact solution of the six-vertexmodel with domain wall boundary conditions. Critical line be-tween ferroelectric and disordered phases. Journal of Statisti-cal Physics, 134(3):463–485, February 2009. CODEN JSTPSB.
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Blank:2003:EPS
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Blank:2005:HPD
[Bla05] Michael Blank. Hysteresis phenomenon in deterministic trafficflows. Journal of Statistical Physics, 120(3–4):627–658, August2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-5959-8.
Blank:2008:TAF
[Bla08] Michael Blank. Travelling with/against the flow. Deterministicdiffusive driven systems. Journal of Statistical Physics, 133(4):773–796, November 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9637-5.
Bonetto:2004:FLH
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Bonetto:2009:HCE
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Binder:2003:MCS
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Blower:2001:ASW
[Blo01] Gordon Blower. Almost sure weak convergence for the general-ized orthogonal ensemble. Journal of Statistical Physics, 105(1–2):309–335, October 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012294429641.
Blower:2004:DCG
[Blo04] Gordon Blower. Displacement convexity for the generalized or-thogonal ensemble. Journal of Statistical Physics, 116(5–6):1359–1387, September 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000041742.86859.cd.
Benettin:2009:FPU
[BLP09] G. Benettin, R. Livi, and A. Ponno. The Fermi–Pasta–Ulamproblem: Scaling laws vs. initial conditions. Journal of Statis-tical Physics, 135(5–6):873–893, June 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9660-6.
Bassetti:2008:PSS
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Balinsky:2004:GHI
[BLS04] Alexander Balinsky, Ari Laptev, and Alexander V. Sobolev.Generalized Hardy inequality for the magnetic Dirichlet forms.Journal of Statistical Physics, 116(1–4):507–521, August 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037228.35518.ca.
Bazhanov:2001:SDS
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Bronski:2000:RET
[BM00] Jared C. Bronski and Richard M. McLaughlin. Rigorous esti-mates of the tails of the probability distribution function for therandom linear shear model. Journal of Statistical Physics, 98(3–4):897–915, February 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018639928526.
Berlyand:2001:GCM
[BM01a] L. Berlyand and V. Mityushev. Generalized Clausius–Mossottiformula for random composite with circular fibers. Jour-nal of Statistical Physics, 102(1–2):115–145, January 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1026512725967.
Boukraa:2001:LB
[BM01b] S. Boukraa and J.-M. Maillard. Let’s baxterise. Journalof Statistical Physics, 102(3–4):641–700, February 2001. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1004842717830.
Bodineau:2002:SNR
[BM02a] T. Bodineau and Fabio Martinelli. Some new results on thekinetic Ising model in a pure phase. Journal of StatisticalPhysics, 109(1–2):207–235, October 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019939712267.
Bovier:2002:MGD
[BM02b] Anton Bovier and Francesco Manzo. Metastability in Glauberdynamics in the low-temperature limit: Beyond exponentialasymptotics. Journal of Statistical Physics, 107(3–4):757–779,May 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014586130046.
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Bach:2004:CLT
[BM04a] Volker Bach and Jacob Schach Møller. Correlation at low tem-perature: II. Asymptotics. Journal of Statistical Physics, 116(1–4):591–628, August 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037236.34145.20.
Bauke:2004:PRC
[BM04b] Heiko Bauke and Stephan Mertens. Pseudo random coins showmore heads than tails. Journal of Statistical Physics, 114(3–4):1149–1169, February 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://arxiv.org/abs/cond-mat/0307138; http://link.springer.com/article/10.1023/B%3AJOSS.0000012521.67853.9a.
Benfatto:2004:WIV
[BM04c] G. Benfatto and V. Mastropietro. Ward identities and van-ishing of the beta function for d = 1 interacting Fermi sys-tems. Journal of Statistical Physics, 115(1–2):143–184, April2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019825.37968.23.
Berlyand:2005:IDE
[BM05a] L. Berlyand and V. Mityushev. Increase and decrease of theeffective conductivity of two phase composites due to polydis-persity. Journal of Statistical Physics, 118(3–4):481–509, Febru-ary 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8818-0.
Buenzli:2005:MOU
[BM05b] Pascal R. Buenzli and Philippe A. Martin. Microscopic origin ofuniversality in Casimir forces. Journal of Statistical Physics, 119(1–2):273–307, April 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-1990-4.
Balint:2008:DCI
[BM08] Peter Balint and Ian Melbourne. Decay of correlations and in-variance principles for dispersing billiards with cusps, and re-lated planar billiard flows. Journal of Statistical Physics, 133(3):435–447, November 2008. CODEN JSTPSB. ISSN 0022-4715
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Ballenegger:2002:QMG
[BMA02] V. Ballenegger, Ph. A. Martin, and A. Alastuey. QuantumMayer graphs for Coulomb systems and the analog of the De-bye potential. Journal of Statistical Physics, 108(1–2):169–211,July 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1015443603197.
Buschle:2000:WID
[BMD00] J. Buschle, P. Maass, and W. Dieterich. Wall-induced densityprofiles and density correlations in confined Takahashi latticegases. Journal of Statistical Physics, 99(1–2):273–312, April2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1018652808652.
Bruers:2007:VEP
[BMN07] Stijn Bruers, Christian Maes, and Karel Netocny. On the va-lidity of entropy production principles for linear electrical cir-cuits. Journal of Statistical Physics, 129(4):725–740, November2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-007-9412-z.
Baiesi:2009:CCC
[BMN09] Marco Baiesi, Christian Maes, and Karel Netocny. Compu-tation of current cumulants for small nonequilibrium systems.Journal of Statistical Physics, 135(1):57–75, April 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9723-3.
Boldrighini:2007:APM
[BMP07] C. Boldrighini, S. Molchanov, and A. Pellegrinotti. Ander-son parabolic model for a quasi-stationary medium. Jour-nal of Statistical Physics, 129(1):151–169, October 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9364-3.
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Baiesi:2009:NLR
[BMW09] Marco Baiesi, Christian Maes, and Bram Wynants. Nonequi-librium linear response for Markov dynamics, i: Jump pro-cesses and overdamped diffusions. Journal of Statistical Physics,137(5–6):1094–1116, December 2009. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9852-8.
Bru:2002:ESM
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Ben-Naim:2007:SED
[BNZ07] E. Ben-Naim and A. Zippelius. Singular energy distributionsin driven and undriven granular media. Journal of StatisticalPhysics, 129(4):677–697, November 2007. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9411-0.
Bernardin:2005:FLM
[BO05] Cedric Bernardin and Stefano Olla. Fourier’s law for a micro-scopic model of heat conduction. Journal of Statistical Physics,121(3–4):271–289, November 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-7578-9.
Bobylev:2006:ICE
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Bobylev:2008:GBH
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Boguna:2004:BRB
[Bog04] Marian Boguna. Book review: Evolution of Networks. FromBiological Nets to the Internet and WWW. S. N. Dorogovtsevand J. F. F. Mendes, Oxford University Press, Oxford, 2003.Journal of Statistical Physics, 114(5–6):1627–1628, March 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000014281.61380.75.
Boguna:2007:SDN
[Bog07] Marian Boguna. The structure and dynamics of networks. Jour-nal of Statistical Physics, 126(2):419–421, January 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9267-8.
Boguna:2009:MFR
[Bog09] Marian Boguna. M. Franceschetti, R. Meester: Random Net-works for Communication. From Statistical Physics to Informa-tion Systems. Journal of Statistical Physics, 135(3):585–586,May 2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9740-2.
Bolmatov:2009:ESS
[Bol09] Dima Bolmatov. Equations of state for simple liquids from theGaussian equivalent representation method. Journal of Statisti-cal Physics, 137(4):765–773, November 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9874-2.
Boon:2001:HFD
[Boo01] Jean Pierre Boon. How fast does Langton’s ant move? Jour-nal of Statistical Physics, 102(1–2):355–360, January 2001.
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Borodin:2002:DOP
[Bor02] Alexei Borodin. Duality of orthogonal polynomials on a finiteset. Journal of Statistical Physics, 109(5–6):1109–1120, Decem-ber 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020432812090.
Boutillier:2007:NCP
[Bou07] Cedric Boutillier. Non-colliding paths in the honeycomb dimermodel and the Dyson process. Journal of Statistical Physics,129(5–6):1117–1135, December 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9431-9.
Bourgain:2009:AWE
[Bou09] Jean Bourgain. An approach to Wegner’s estimate using sub-harmonicity. Journal of Statistical Physics, 134(5–6):969–978,March 2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9729-x.
Behrend:2001:ICB
[BP01a] Roger E. Behrend and Paul A. Pearce. Integrable and confor-mal boundary conditions for s`(2) A-D-E lattice models andunitary minimal conformal field theories. Journal of StatisticalPhysics, 102(3–4):577–640, February 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1004890600991.
Blanco:2001:LDT
[BP01b] R. Blanco and L. Pesquera. Long-distance transmission at zerodispersion: Exact expressions for one-time statistical proper-ties. Journal of Statistical Physics, 104(1–2):167–192, July 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010357610916.
Belitsky:2002:UGS
[BP02] V. Belitsky and E. A. Pechersky. Uniqueness of Gibbs statefor non-ideal gas in Rd: The case of multibody interaction.
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Berestycki:2007:GDR
[BP07] Nathanael Berestycki and Jim Pitman. Gibbs distributions forrandom partitions generated by a fragmentation process. Jour-nal of Statistical Physics, 127(2):381–418, April 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9261-1.
Boland:2008:LCI
[BP08a] G. Boland and J. V. Pule. Long cycles in the infinite-range-hopping Bose–Hubbard model with hard cores. Journalof Statistical Physics, 132(5):881–905, September 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9586-z.
Borodin:2008:AKT
[BP08b] Alexei Borodin and Sandrine Peche. Airy kernel with two sets ofparameters in directed percolation and random matrix theory.Journal of Statistical Physics, 132(2):275–290, July 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9553-8.
Bruneau:2009:TRQ
[BP09] L. Bruneau and C.-A. Pillet. Thermal relaxation of a QED cav-ity. Journal of Statistical Physics, 134(5–6):1071–1095, March2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-008-9656-2.
Braga:2002:ADB
[BPS02] Gastao A. Braga, Aldo Proccaci, and Remy Sanchis. Analyt-icity of the d-dimensional bond percolation probability aroundp = 1. Journal of Statistical Physics, 107(5–6):1267–1282, June2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1015170027110. See erratum [BPS03].
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Butta:2005:KP
[BPS05] Paolo Butta, Aldo Procacci, and Benedetto Scoppola. Kac poly-mers. Journal of Statistical Physics, 119(3–4):643–658, May2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-3771-0.
Bechouche:2006:QTB
[BPS06a] Philippe Bechouche, Frederic Poupaud, and Juan Soler. Quan-tum transport and Boltzmann operators. Journal of Statisti-cal Physics, 122(3):417–436, February 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8082-y.
Bouchbinder:2006:SPF
[BPS06b] Eran Bouchbinder, Itamar Procaccia, and Shani Sela. Sta-tistical physics of fracture surfaces morphology. Journal ofStatistical Physics, 125(5–6):1025–1064, December 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9045-7.
Baik:2000:LDP
[BR00a] Jinho Baik and Eric M. Rains. Limiting distributions fora polynuclear growth model with external sources. Journalof Statistical Physics, 100(3–4):523–541, August 2000. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018615306992.
Betancort-Rijo:2000:GNB
[BR00b] J. Betancort-Rijo. Generalized negative binomial distributions.Journal of Statistical Physics, 98(3–4):917–933, February 2000.
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Brandt:2001:RMR
[BR01] Achi Brandt and Dorit Ron. Renormalization multigrid (RMG):Statistically optimal renormalization group flow and coarse-to-fine Monte Carlo acceleration. Journal of Statistical Physics,102(1–2):231–257, January 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026520927784.
Bleher:2002:RP
[BR02] Pavel Bleher and Denis Ridzal. SU(1, 1) random polynomials.Journal of Statistical Physics, 106(1–2):147–171, January 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1013124213145.
Brummelhuis:2004:ODM
[BR04] Raymond Brummelhuis and Mary Beth Ruskai. One-dimensional models for atoms in strong magnetic fields, II: Anti-symmetry in the Landau levels. Journal of Statistical Physics,116(1–4):547–570, August 2004. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037229.51177.6d.
Barik:2005:QSD
[BR05a] Debashis Barik and Deb Shankar Ray. Quantum state-dependent diffusion and multiplicative noise: A microscopic ap-proach. Journal of Statistical Physics, 120(1–2):339–365, July2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-5251-y.
Borodin:2005:EMT
[BR05b] Alexei Borodin and Eric M. Rains. Eynard–Mehta theorem,Schur process, and their Pfaffian analogs. Journal of StatisticalPhysics, 121(3–4):291–317, November 2005. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-7583-z.
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Belitsky:2006:ILB
[BR06] Vladimir Belitsky and Thomas Logan Ritchie. Improved lowerbounds for the critical probability of oriented bond percolation intwo dimensions. Journal of Statistical Physics, 122(2):279–302,January 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8022-x.
Bray:2002:BRB
[Bra02] A. J. Bray. Book review: A Guide to First-Passage Processes.Sidney Redner. Cambridge University Press, United Kingdom,2001. Journal of Statistical Physics, 106(3–4):853–854, Febru-ary 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013783011368.
Broadwell:2001:IRL
[Bro01] James E. Broadwell. Irreversibility in a reversible lattice gas.Journal of Statistical Physics, 103(5–6):1125–1136, June 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010373325105.
Borodin:2003:JDD
[BS03] Alexei Borodin and Alexander Soshnikov. Janossy densities. I.Determinantal ensembles. Journal of Statistical Physics, 113(3–4):595–610, November 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026025003309.
Barral:2005:ISS
[BS05] Julien Barral and Stephane Seuret. Inside singularity sets of ran-dom Gibbs measures. Journal of Statistical Physics, 120(5–6):1101–1124, September 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-5458-y.
Balazs:2007:ECB
[BS07] Marton Balazs and Timo Seppalainen. Exact connections be-tween current fluctuations and the second class particle in aclass of deposition models. Journal of Statistical Physics, 127(2):431–455, April 2007. CODEN JSTPSB. ISSN 0022-4715
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Barreira:2008:MNT
[BS08] Luis Barreira and Vitor Saraiva. Multifractal nonrigidity oftopological Markov chains. Journal of Statistical Physics, 130(2):387–412, January 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9429-3.
Bertoin:2009:STC
[BS09a] Jean Bertoin and Vladas Sidoravicius. The structure of typicalclusters in large sparse random configurations. Journal of Sta-tistical Physics, 135(1):87–105, April 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9728-y.
Biskup:2009:MBB
[BS09b] Marek Biskup and Roberto H. Schonmann. Metastable be-havior for bootstrap percolation on regular trees. Journalof Statistical Physics, 136(4):667–676, August 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9798-x.pdf.
Bellissard:2000:SQT
[BSB00] J. Bellissard and H. Schulz-Baldes. Subdiffusive quantum trans-port for 3D Hamiltonians with absolutely continuous spec-tra. Journal of Statistical Physics, 99(1–2):587–594, April 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018613227308.
Balint:2004:RIA
[BT04a] Peter Balint and Serge Troubetzkoy. Rotor interaction in theannulus billiard. Journal of Statistical Physics, 117(3–4):681–702, November 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2274-8.
Bertini:2004:EPD
[BT04b] Lorenzo Bertini and Cristina Toninelli. Exclusion processes withdegenerate rates: Convergence to equilibrium and tagged parti-cle. Journal of Statistical Physics, 117(3–4):549–580, November
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[BTM+04] A. Bahraminasab, S. M. A. Tabei, A. A. Masoudi, F. Shah-bazi, and M. Reza Rahimi Tabar. Zero tension Kardar–Parisi–Zhang equation in (d + 1)-dimensions. Journal of Sta-tistical Physics, 116(5–6):1521–1544, September 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000041747.55551.8b.
Balint:2007:ZML
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Berthelin:2009:DVB
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Bena:2001:MFC
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Bichsel:2007:SFP
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Baryshnikov:2003:GFR
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Cardy:2009:DHT
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Cercignani:2000:SWD
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Chabanol:2004:MSI
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Castella:2000:FPE
[CEFM00] Francois Castella, Laszlo Erdos, Florian Frommlet, and Peter A.Markowich. Fokker–Planck equations as scaling limits of re-versible quantum systems. Journal of Statistical Physics, 100(3–4):543–601, August 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018667323830.
Collet:2009:SHT
[CEMM09] Pierre Collet, Jean-Pierre Eckmann, and Carlos Mejıa-Monasterio. Superdiffusive heat transport in a class of deter-ministic one-dimensional many-particle Lorentz gases. Jour-nal of Statistical Physics, 136(2):331–347, July 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9783-4.
Costeniuc:2007:MCB
[CEO07] Marius Costeniuc, Richard S. Ellis, and Peter Tak-Hun Otto.Multiple critical behavior of probabilistic limit theorems in theneighborhood of a tricritical point. Journal of Statistical Physics,127(3):495–552, May 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9290-4.
Cercignani:2001:SFG
[Cer01] C. Cercignani. Shear flow of a granular material. Jour-nal of Statistical Physics, 102(5–6):1407–1415, March 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1004804815471.
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Cercignani:2005:GWS
[Cer05b] Carlo Cercignani. Global weak solutions of the Boltzmann equa-tion. Journal of Statistical Physics, 118(1–2):333–342, January2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-004-8786-4.
Cercignani:2006:WSB
[Cer06] Carlo Cercignani. Weak solutions of the Boltzmann equationwithout angle cutoff. Journal of Statistical Physics, 123(4):753–762, May 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9115-x.
Costeniuc:2005:GCE
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Cercueil:2003:SAF
[CF03] Alain Cercueil and Olivier Francois. Sharp asymptotics for fix-ation times in stochastic population genetics models at low mu-tation probabilities. Journal of Statistical Physics, 110(1–2):311–332, January 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1021078914200.
Camia:2006:SLG
[CFN06] Federico Camia, Luiz Renato G. Fontes, and Charles M. New-man. The scaling limit geometry of near-critical 2D percola-tion. Journal of Statistical Physics, 125(5–6):1155–1171, De-cember 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-
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Caillol:2000:MCS
[CG00a] J. M. Caillol and D. Gilles. Monte Carlo simulations of theYukawa one-component plasma. Journal of Statistical Physics,100(5–6):933–947, September 2000. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018727428374.
Caillol:2000:NSS
[CG00b] J. M. Caillol and D. Gilles. Numerical simulations of screenedCoulomb systems. A comparison between hyperspherical andperiodic boundary conditions. Journal of Statistical Physics,100(5–6):905–932, September 2000. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018775311536.
Claus:2000:MCR
[CG00c] I. Claus and P. Gaspard. Microscopic chaos and reaction–diffusion processes in the periodic Lorentz gas. Journal ofStatistical Physics, 101(1–2):161–186, October 2000. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1026447129361.
Cressman:2003:CFT
[CG03] J. R. Cressman and W. I. Goldburg. Compressible flow: Tur-bulence at the surface. Journal of Statistical Physics, 113(5–6):875–883, December 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027368920999.
Contucci:2004:MTL
[CG04] Pierluigi Contucci and Sandro Graffi. Monotonicity and ther-modynamic limit for short range disordered models. Jour-nal of Statistical Physics, 115(1–2):581–589, April 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019812.03696.b7.
Contucci:2007:GGI
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Chetrite:2009:ELP
[CG09] Raphael Chetrite and Krzysztof Gawedzki. Eulerian and La-grangian pictures of non-equilibrium diffusions. Journal ofStatistical Physics, 137(5–6):890–916, December 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9803-4.
Caravenna:2006:NAC
[CGG06] Francesco Caravenna, Giambattista Giacomin, and Massimil-iano Gubinelli. A numerical approach to copolymers at selec-tive interfaces. Journal of Statistical Physics, 122(4):799–832,February 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8081-z.
Contucci:2009:IFI
[CGG09] Pierluigi Contucci, Cristian Giardina, and Claudio Giberti.Interaction-flip identities in spin glasses. Journal of Statisti-cal Physics, 135(5–6):1181–1203, June 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9706-4.
Caracciolo:2004:FSS
[CGGP04] Sergio Caracciolo, Andrea Gambassi, Massimiliano Gubinelli,and Andrea Pelissetto. Finite-size scaling in the driven latticegas. Journal of Statistical Physics, 115(1–2):281–322, April 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019824.34397.1d.
Chaves:2003:LDG
[CGH+03] Marta Chaves, Krzysztof Gawedzki, Peter Horvai, Antti Ku-piainen, and Massimo Vergassola. Lagrangian dispersion inGaussian self-similar velocity ensembles. Journal of StatisticalPhysics, 113(5–6):643–692, December 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027348316456.
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Contucci:2002:MFB
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Caracciolo:2005:CSE
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Chechkin:2004:LFS
[CGK+04] Aleksei V. Chechkin, Vsevolod Yu. Gonchar, Joseph Klafter,Ralf Metzler, and Leonid V. Tanatarov. Levy flights in asteep potential well. Journal of Statistical Physics, 115(5–6):1505–1535, June 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000028067.63365.04.
Combes:2009:GEC
[CGK09] Jean-Michel Combes, Francois Germinet, and Abel Klein. Gen-eralized eigenvalue-counting estimates for the Anderson model.Journal of Statistical Physics, 135(2):201–216, April 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9731-3.pdf.
Contucci:2007:P
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Carlen:2007:REI
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Chan:2007:CKI
[CGS07] Cliburn Chan, Andrew J. T. George, and Jaroslav Stark. Cyto-toxic Killing and immune evasion by repair. Journal of StatisticalPhysics, 128(1–2):393–411, July 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9242-4.
Comets:2005:ISK
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Collet:2002:SRL
[CGV02] Jean-Francois Collet, Thierry Goudon, and Alexis Vasseur.Some remarks on large-time asymptotic of the Lifshitz–Slyozovequations. Journal of Statistical Physics, 108(1–2):341–359, July2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1015404021853.
Canet:2006:SSA
[CH06] L. Canet and H. J. Hilhorst. Single-site approximation forreaction–diffusion processes. Journal of Statistical Physics, 125(3):517–531, November 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9206-8.
Chazottes:2000:DWT
[Cha00] Jean-Rene Chazottes. Dimensions and waiting times for Gibbsmeasures. Journal of Statistical Physics, 98(1–2):305–320, Jan-uary 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018683024003.
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Chakraborty:2009:SDE
[Cha09] Paramita Chakraborty. A stochastic differential equation modelwith jumps for fractional advection and dispersion. Jour-nal of Statistical Physics, 136(3):527–551, August 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9794-1.
Chen:2005:LLB
[Che05] Thomas Chen. Localization lengths and Boltzmann limit forthe Anderson model at small disorders in dimension 3. Jour-nal of Statistical Physics, 120(1–2):279–337, July 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-5255-7.
Chernov:2006:ASP
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Chernov:2007:SEB
[Che07] N. Chernov. A stretched exponential bound on time correlationsfor billiard flows. Journal of Statistical Physics, 127(1):21–50,April 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9293-1.
Chen:2009:INC
[Che09a] Lizhou Chen. Inversion number and collisions in some billiardsystems. Journal of Statistical Physics, 137(2):331–342, Octo-ber 2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9846-6.
Chernov:2009:NST
[Che09b] N. Chernov. Numerical studies of a two-dimensional Navier–Stokes system with new boundary conditions. Journal of Sta-tistical Physics, 135(4):751–761, May 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9759-4.
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[CHNO06] Sergio Conti, Andreas Honig, Barbara Niethammer, and FelixOtto. Nonuniversality in low-volume-fraction Ostwald ripening.Journal of Statistical Physics, 124(1):231–259, July 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9154-3.
Cirillo:2002:NMI
[Cir02] Emilio N. M. Cirillo. A note on the metastability of the Isingmodel: The alternate updating case. Journal of StatisticalPhysics, 106(1–2):385–390, January 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013144717688.
Cercignani:2001:DEG
[CIS01] Carlo Cercignani, Reinhard Illner, and Cristina Stoica. On diffu-sive equilibria in generalized kinetic theory. Journal of Statisti-cal Physics, 105(1–2):337–352, October 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012246513712.
Camia:2009:TCN
[CJM09] Federico Camia, Matthijs Joosten, and Ronald Meester. Triv-ial, critical and near-critical scaling limits of two-dimensionalpercolation. Journal of Statistical Physics, 137(1):57–69, Octo-ber 2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9841-y.pdf.
Cardy:2001:UCS
[CJS01] John Cardy, Jesper Lykke Jacobsen, and Alan D. Sokal. Unusualcorrections to scaling in the 3-state Potts antiferromagnet on asquare lattice. Journal of Statistical Physics, 105(1–2):25–47,October 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012273825098.
Chang:2004:EPM
[CJSS04] Shu-Chiuan Chang, Jesper Lykke Jacobsen, Jesus Salas, andRobert Shrock. Exact Potts model partition functions for stripsof the triangular lattice. Journal of Statistical Physics, 114(3–4):763–823, February 2004. CODEN JSTPSB. ISSN 0022-4715
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Cercignani:2000:TED
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Cerny:2003:IRC
[CK03a] J. Cerny and R. Kotecky. Interfaces for random cluster mod-els. Journal of Statistical Physics, 111(1–2):73–106, April 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022248822844.
Courbage:2003:IRA
[CK03b] M. Courbage and B. Kaminski. On intrinsically random Z2-actions on a Lebesgue space. Journal of Statistical Physics, 112(1–2):421–427, July 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023600325382.
Ciccotti:2004:SDL
[CK04] Giovanni Ciccotti and Galina Kalibaeva. Simulation ofa diatomic liquid using hard spheres model. Journal ofStatistical Physics, 115(1–2):701–714, April 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019823.05483.ae.
Cohen:2006:FPD
[CK06] Elisheva Cohen and David A. Kessler. Front propagation dy-namics with exponentially-distributed hopping. Journal of Sta-tistical Physics, 122(5):925–948, March 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-9004-8.
Chialvo:2000:AIE
[CKKC00] A. A. Chialvo, P. G. Kusalik, Yu. V. Kalyuzhnyi, and P. T.Cummings. Applications of integral equation calculations tohigh-temperature solvation phenomena. Journal of Statistical
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Callaghan:2006:SMW
[CKSZ06] Thomas Callaghan, Evgeniy Khain, Leonard M. Sander, andRobert M. Ziff. A stochastic model for wound healing. Jour-nal of Statistical Physics, 122(5):909–924, March 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9022-1.
Carmona:2000:LDE
[CL00] S. C. Carmona and A. Lopes. Large deviations for expandingtransformations with additive white noise. Journal of Statisti-cal Physics, 98(5–6):1311–1333, March 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018675914395.
Chernov:2002:DMP
[CL02] N. Chernov and J. L. Lebowitz. Dynamics of a massive pistonin an ideal gas: Oscillatory motion and approach to equilib-rium. Journal of Statistical Physics, 109(3–4):507–527, Novem-ber 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020450228657.
Carlen:2003:FSC
[CL03] Eric A. Carlen and Xuguang Lu. Fast and slow convergenceto equilibrium for Maxwellian molecules via wild sums. Jour-nal of Statistical Physics, 112(1–2):59–134, July 2003. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1023623503092.
Chayes:2006:RCM
[CL06] L. Chayes and H. K. Lei. Random cluster models on the tri-angular lattice. Journal of Statistical Physics, 122(4):647–670,February 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8078-7.
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Choquet:2005:HLA
[CLD05] Isabelle Choquet and Brigitte Lucquin-Desreux. Hydrodynamiclimit for an arc discharge at atmospheric pressure. Jour-nal of Statistical Physics, 119(1–2):197–239, April 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-004-2711-8.
Chai:2009:TMM
[CLK09] Yan Chai, Reinhard Lipowsky, and Stefan Klumpp. Transportby molecular motors in the presence of static defects. Jour-nal of Statistical Physics, 135(2):241–260, April 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9715-3.pdf.
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Chayes:2007:PPL
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Chernov:2002:SDM
[CLS02] N. Chernov, J. L. Lebowitz, and Ya. Sinai. Scaling dynamicsof a massive piston in a cube filled with ideal gas: Exact re-sults. Journal of Statistical Physics, 109(3–4):529–548, Novem-ber 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020402312727.
Constantin:2007:SLB
[CLT07] Peter Constantin, Boris Levant, and Edriss S. Titi. Sharp lowerbounds for the dimension of the global attractor of the Sabrashell model of turbulence. Journal of Statistical Physics, 127(6):1173–1192, June 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9317-x.
Caglioti:2000:BGV
[CM00] Emanuele Caglioti and Carlo Marchioro. Bounds on the growthof the velocity support for the solutions of the Vlasov–Poissonequation in a torus. Journal of Statistical Physics, 100(3–4):659–677, August 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018623508809.
Caglioti:2002:LTB
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Chopard:2002:LBS
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Denniston:2002:DMC
[DTY02] Colin Denniston, Geza Toth, and J. M. Yeomans. Domainmotion in confined liquid crystals. Journal of StatisticalPhysics, 107(1–2):187–202, April 2002. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014562721540.
Dubedat:2006:EIC
[Dub06] Julien Dubedat. Euler integrals for commuting SLEs. Jour-nal of Statistical Physics, 123(6):1183–1218, June 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9132-9.
Dudko:2007:SME
[Dud07] Olga K. Dudko. Statistical mechanics: Entropy, order param-eters, and complexity. Journal of Statistical Physics, 126(2):429–430, January 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9263-z.
Dunlop:2003:SSS
[Dun03] Francois Dunlop. Stationary states and scaling shapes of one-dimensional interfaces. Journal of Statistical Physics, 111(1–
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Duplantier:2003:HCM
[Dup03] Bertrand Duplantier. Higher conformal multifractality. Jour-nal of Statistical Physics, 110(3–6):691–738, March 2003. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022107818494.
DeVille:2007:NSL
[DVE07] R. E. Lee DeVille and Eric Vanden-Eijnden. A nontrivial scal-ing limit for multiscale Markov chains. Journal of StatisticalPhysics, 126(1):75–94, January 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9237-1.
David:2005:ICS
[DW05] Francois David and Kay J. Wiese. Instanton calculus for theself-avoiding manifold model. Journal of Statistical Physics,120(5–6):875–1035, September 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-5253-9.
Destainville:2005:RTH
[DWMB05] N. Destainville, M. Widom, R. Mosseri, and F. Bailly. Ran-dom tilings of high symmetry: I. Mean-field theory. Journalof Statistical Physics, 120(5–6):799–835, September 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-6989-y.
Dyson:2004:EWS
[Dys04] Freeman Dyson. Elliott’s world: From square ice to cubicjellium. Journal of Statistical Physics, 116(1–4):3–8, August2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://labs.adsabs.harvard.edu/ui/abs/2004JSP...116....3D; http://link.springer.com/article/10.1023/B%3AJOSS.0000037240.68210.60.
Dysman:2005:FDR
[Dys05] Michelle Dysman. Fractal dimensions for repellers of maps withholes. Journal of Statistical Physics, 120(3–4):479–509, August
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Ding:2001:CAM
[DZ01] Jiu Ding and Aihui Zhou. Constructive approximations ofMarkov operators. Journal of Statistical Physics, 105(5–6):863–878, December 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013553227865.
deZarate:2004:POL
[dZS04] Jose M. Ortiz de Zarate and Jan V. Sengers. On the physicalorigin of long-ranged fluctuations in fluids in thermal nonequilib-rium states. Journal of Statistical Physics, 115(5–6):1341–1359,June 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000028062.57459.52.
Erb:2004:MIT
[EA04] Ionas Erb and Nihat Ay. Multi-information in the thermody-namic limit. Journal of Statistical Physics, 115(3–4):949–976,May 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000022375.49904.ea.
Etienne:2007:NCT
[EA07] Rampal S. Etienne and David Alonso. Neutral communitytheory: How stochasticity and dispersal-limitation can explainspecies coexistence. Journal of Statistical Physics, 128(1–2):485–510, July 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9163-2.
Ernst:2002:SSI
[EB02] M. H. Ernst and R. Brito. Scaling solutions of inelastic Boltz-mann equations with over-populated high energy tails. Jour-nal of Statistical Physics, 109(3–4):407–432, November 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020437925931.
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Erban:2007:CPS
[EC07] Radek Erban and S. Jonathan Chapman. On chemisorption ofpolymers to solid surfaces. Journal of Statistical Physics, 127(6):1255–1277, June 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9224-6.
Eyink:2003:GHT
[ECC03] Gregory L. Eyink, Shiyi Chen, and Qiaoning Chen. Gibbsianhypothesis in turbulence. Journal of Statistical Physics, 113(5–6):719–740, December 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027304501435.
Eckmann:2007:TG
[Eck07] Jean-Pierre Eckmann. A topological glass. Journal of StatisticalPhysics, 129(2):289–309, October 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9387-9.
Evans:2000:NKY
[ECSB00] Denis J. Evans, E. G. D. Cohen, Debra J. Searles, andF. Bonetto. Note on the Kaplan–Yorke dimension and lineartransport coefficients. Journal of Statistical Physics, 101(1–2):17–34, October 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026449702528.
Enaud:2004:LDF
[ED04] C. Enaud and B. Derrida. Large deviation functional ofthe weakly asymmetric exclusion process. Journal of Sta-tistical Physics, 114(3–4):537–562, February 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000012501.43746.cf.
Edwards:2004:NKE
[Edw04] S. F. Edwards. New kinds of entropy. Journal of StatisticalPhysics, 116(1–4):29–42, August 2004. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037233.36686.2f.
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Erdem:2007:TPC
[EE07] Riza Erdem and Cesur Ekiz. The transport properties of thecell membrane ion channels in electric fields: Bethe lattice treat-ment. Journal of Statistical Physics, 129(3):469–481, November2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-007-9370-5.
Ebeling:2000:NDF
[EEDJ00] W. Ebeling, U. Erdmann, J. Dunkel, and M. Jenssen. Non-linear dynamics and fluctuations of dissipative Toda chains.Journal of Statistical Physics, 101(1–2):443–457, October 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1026407415248.
Evans:2009:MRS
[EFM09] Martin R. Evans, Pablo A. Ferrari, and Kirone Mallick. Matrixrepresentation of the stationary measure for the multispeciesTASEP. Journal of Statistical Physics, 135(2):217–239, April2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-009-9696-2.
Eckmann:2005:LMH
[EFPZ05] Jean-Pierre Eckmann, Christina Forster, Harald A. Posch, andEmmanuel Zabey. Lyapunov modes in hard-disk systems. Jour-nal of Statistical Physics, 118(5–6):813–847, March 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-004-2687-4.
Eckmann:2000:HLM
[EG00] Jean-Pierre Eckmann and Omri Gat. Hydrodynamic Lyapunovmodes in translation-invariant systems. Journal of StatisticalPhysics, 98(3–4):775–798, February 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018679609870.
Esposito:2005:ESM
[EG05] M. Esposito and P. Gaspard. Exactly solvable model of quan-tum diffusion. Journal of Statistical Physics, 121(3–4):463–496, November 2005. CODEN JSTPSB. ISSN 0022-4715
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Esposti:2001:SEL
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Ellis:2000:LDP
[EHT00] Richard S. Ellis, Kyle Haven, and Bruce Turkington. Largedeviation principles and complete equivalence and nonequiva-lence results for pure and mixed ensembles. Journal of StatisticalPhysics, 101(5–6):999–1064, December 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026446225804.
Erneux:2000:NVH
[EK00] Thomas Erneux and Gregory Kozyreff. Nearly vertical Hopfbifurcation for a passively Q-switched microchip laser. Jour-nal of Statistical Physics, 101(1–2):543–552, October 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1026482609796.
Eizenberg:2002:LDP
[EK02] A. Eizenberg and Y. Kifer. Large deviations for probabilis-tic cellular automata. Journal of Statistical Physics, 108(5–6):1255–1280, September 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019708001944.
Eliazar:2003:LDL
[EK03] Iddo Eliazar and Joseph Klafter. Levy-Driven Langevin sys-tems: Targeted stochasticity. Journal of Statistical Physics, 111(3–4):739–768, May 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022894030773.
Eizenberg:2004:LDP
[EK04] A. Eizenberg and Y. Kifer. Large deviations for probabilisticcellular automata II. Journal of Statistical Physics, 117(5–6):
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Eliazar:2005:AP
[EK05a] Iddo Eliazar and Joseph Klafter. Anomalous pulsation. Jour-nal of Statistical Physics, 120(3–4):587–626, August 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-5478-7.
Eliazar:2005:LOU
[EK05b] Iddo Eliazar and Joseph Klafter. Levy, Ornstein–Uhlenbeck, andsubordination: Spectral vs. jump description. Journal of Statis-tical Physics, 119(1–2):165–196, April 2005. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2710-9.
Eliazar:2005:SOU
[EK05c] Iddo Eliazar and Joseph Klafter. Stochastic Ornstein–Uhlenbeckcapacitors. Journal of Statistical Physics, 118(1–2):177–198,January 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8782-8.
Eyink:2006:MEM
[EK06] Gregory L. Eyink and Sangil Kim. A maximum entropy methodfor particle filtering. Journal of Statistical Physics, 123(5):1071–1128, June 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9124-9.
Eliazar:2008:PPP
[EK08] Iddo Eliazar and Joseph Klafter. Paretian Poisson processes.Journal of Statistical Physics, 131(3):487–504, May 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9505-3.
E:2002:GDI
[EL02] Weinan E and Di Liu. Gibbsian dynamics and invariantmeasures for stochastic dissipative PDEs. Journal of Sta-tistical Physics, 108(5–6):1125–1156, September 2002. CO-
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Eloranta:2008:DPU
[Elo08] Kari Eloranta. Dense packing on uniform lattices. Journalof Statistical Physics, 130(4):741–755, February 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9448-0.
Elskens:2000:ABC
[Els00] Yves Elskens. Asymptotic behaviour for critical slowing-downrandom walks. Journal of Statistical Physics, 101(1–2):397–404,October 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026426524818.
Emch:2004:IM
[Emc04] Gerard G. Emch. Interactive modelling. Journal ofStatistical Physics, 116(1–4):17–28, August 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037239.45958.99.
Ellison:2009:PRA
[EMC09] Christopher J. Ellison, John R. Mahoney, and James P. Crutch-field. Prediction, retrodiction, and the amount of informationstored in the present. Journal of Statistical Physics, 136(6):1005–1034, September 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9808-z.pdf.
Engel:2004:LDP
[EMH04] Andreas Engel, Remi Monasson, and Alexander K. Hartmann.On large deviation properties of Erdos–Renyi random graphs.Journal of Statistical Physics, 117(3–4):387–426, November2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-004-2268-6.
Eckmann:2006:MEN
[EMMZ06] Jean-Pierre Eckmann, Carlos Mejıa-Monasterio, and EmmanuelZabey. Memory effects in nonequilibrium transport for deter-
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Ellis:2008:ABM
[EMO08] Richard S. Ellis, Jonathan Machta, and Peter Tak-Hun Otto.Asymptotic behavior of the magnetization near critical andtricritical points via Ginzburg–Landau polynomials. Journalof Statistical Physics, 133(1):101–129, October 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9606-z.
Evans:2006:CAC
[EMZ06] M. R. Evans, Satya N. Majumdar, and R. K. P. Zia. Canoni-cal analysis of condensation in factorised steady states. Jour-nal of Statistical Physics, 123(2):357–390, April 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9046-6.
Ebeling:2003:CPT
[EN03] W. Ebeling and G. Norman. Coulombic phase transitions indense plasmas. Journal of Statistical Physics, 110(3–6):861–877,March 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022120121219.
Epstein:2006:ALN
[Eps06] Charles L. Epstein. Anderson localization, non-linearity and sta-ble genetic diversity. Journal of Statistical Physics, 124(1):25–46, July 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9149-0.
Eyink:2000:MPH
[ER00] G. L. Eyink and J. M. Restrepo. Most probable historiesfor nonlinear dynamics: Tracking climate transitions. Jour-nal of Statistical Physics, 101(1–2):459–472, October 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1026437432570.
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Evans:2002:CEN
[ER02] Denis J. Evans and Lamberto Rondoni. Comments on the en-tropy of nonequilibrium steady states. Journal of StatisticalPhysics, 109(3–4):895–920, November 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020435219996.
ElBouanani:2007:VMK
[ER07] H. El Bouanani and M. Rouleux. Vortices and magnetizationin Kac’s model. Journal of Statistical Physics, 128(3):741–770,August 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9319-8.
Erdos:2002:LBE
[Erd02] Laszlo Erdos. Linear Boltzmann equation as the long timedynamics of an electron weakly coupled to a phonon field.Journal of Statistical Physics, 107(5–6):1043–1127, June 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1015157624384.
Edwards:2003:SMC
[ES03] S. F. Edwards and Moshe Schwartz. Statistical mechanics incollective coordinates. Journal of Statistical Physics, 110(3–6):497–502, March 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022191214859.
Erdos:2004:MLT
[ES04] Laszlo Erdos and Jan Philip Solovej. Magnetic Lieb–Thirringinequalities with optimal dependence on the field strength.Journal of Statistical Physics, 116(1–4):475–506, August 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037216.45270.1d.
Edelman:2007:RMS
[ES07] Alan Edelman and Brian D. Sutton. From random matricesto stochastic operators. Journal of Statistical Physics, 127(6):1121–1165, June 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9226-4.
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[ES09] Laszlo Erdos and Benjamin Schlein. Quantum dynamics withmean field interactions: a new approach. Journal of Statisti-cal Physics, 134(5–6):859–870, March 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9570-7.
Escudero:2007:BHB
[Esc07] Carlos Escudero. Blow-up of the hyperbolic Burgers equation.Journal of Statistical Physics, 127(2):327–338, April 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9276-7.
Essam:2003:TAO
[Ess03] John W. Essam. Three attractive osculating walkers and a poly-mer collapse transition. Journal of Statistical Physics, 110(3–6):1191–1207, March 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022105112559.
Erdos:2004:QBE
[ESY04] Laszlo Erdos, Manfred Salmhofer, and Horng-Tzer Yau. On thequantum Boltzmann equation. Journal of Statistical Physics,116(1–4):367–380, August 2004. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037224.56191.ed.
Ernst:2006:BED
[ETB06] M. H. Ernst, E. Trizac, and A. Barrat. The Boltzmann equationfor driven systems of inelastic soft spheres. Journal of Statisti-cal Physics, 124(2–4):549–586, August 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9062-6.
Ernst:2002:I
[EvBC02] M. H. Ernst, H. van Beijeren, and E. G. D. Cohen. Introduc-tion. Journal of Statistical Physics, 109(3–4):355–359, Novem-ber 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020481608184.
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[EVE06] Weinan E and Eric Vanden-Eijnden. Towards a theory of transi-tion paths. Journal of Statistical Physics, 123(3):503–523, May2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-9003-9.
Ewodo:2001:RTR
[Ewo01] Jean Ndzie Ewodo. Refocusing of a time-reversed acous-tic pulse propagating in randomly layered media. Journalof Statistical Physics, 104(5–6):1253–1272, September 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010466130781.
Eyink:2000:SSD
[EX00] Gregory L. Eyink and Jack Xin. Self-similar decay in the Kraich-nan model of a passive scalar. Journal of Statistical Physics, 100(3–4):679–741, August 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018675525647.
E:2001:CTE
[EY01] Weinan E and Nung Kwan Yip. Continuum theory of epitaxialcrystal growth. I. Journal of Statistical Physics, 104(1–2):221–253, July 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010361711825.
Eckmann:2004:SHF
[EZ04] J.-P. Eckmann and E. Zabey. Strange heat flux in (an)harmonicnetworks. Journal of Statistical Physics, 114(1–2):515–523, Jan-uary 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000003119.91989.48.
Fannjiang:2004:CPS
[Fan04] Albert C. Fannjiang. Convergence of passive scalar fieldsin Ornstein–Uhlenbeck flows to Kraichnan’s model. Jour-nal of Statistical Physics, 114(1–2):115–135, January 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000003106.02538.ae.
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Farago:2002:IPF
[Far02] Jean Farago. Injected power fluctuations in Langevin equa-tion. Journal of Statistical Physics, 107(3–4):781–803, May 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1014538214117.
Farago:2005:EPF
[Far05] Jean Farago. Energy profile fluctuations in dissipative nonequi-librium stationary states. Journal of Statistical Physics, 118(3–4):373–405, February 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8814-4.
Franceschetti:2005:CPU
[FBC+05] Massimo Franceschetti, Lorna Booth, Matthew Cook, RonaldMeester, and Jehoshua Bruck. Continuum percolation withunreliable and spread-out connections. Journal of StatisticalPhysics, 118(3–4):721–734, February 2005. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8826-0.
Farnell:2002:CCM
[FBG02] D. J. J. Farnell, R. F. Bishop, and K. A. Gernoth. Coupled clus-ter method calculations of quantum magnets with spins of gen-eral spin quantum number. Journal of Statistical Physics, 108(3–4):401–428, August 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1015769622279.
Friedli:2006:TSN
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Ferrer:2007:CFH
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Feigenbaum:2003:PSD
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Felderhof:2002:SBP
[Fel02] B. U. Felderhof. Sedimentation of Brownian particles in a grav-itational potential. Journal of Statistical Physics, 109(3–4):483–493, November 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020446127749.
Fan:2000:DLT
[FF00] Ai-Hua Fan and De-Jun Feng. On the distribution of long-termtime averages on symbolic space. Journal of Statistical Physics,99(3–4):813–856, May 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018643512559.
Fayolle:2004:DWR
[FF04] Guy Fayolle and Cyril Furtlehner. Dynamical windings of ran-dom walks and exclusion models. Part I: Thermodynamic limitin Z2. Journal of Statistical Physics, 114(1–2):229–260, Jan-uary 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000003111.88829.9d.
Fayolle:2007:SDD
[FF07] Guy Fayolle and Cyril Furtlehner. Stochastic dynamics of dis-crete curves and multi-type exclusion processes. Journal of Sta-tistical Physics, 127(5):1049–1094, June 2007. CODEN JSTPSB.
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Fernandez:2009:DPP
[FFN09] Roberto Fernandez, Luiz R. Fontes, and E. Jordao Neves.Density-profile processes describing biological signaling net-works: Almost sure convergence to deterministic trajectories.Journal of Statistical Physics, 136(5):875–901, September 2009.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-009-9819-9.
Fulinski:2000:UCS
[FG00] A. Fulinski and P. F. Gora. Universal character of stochastic res-onance and a constructive role of white noise. Journal of Statisti-cal Physics, 101(1–2):483–493, October 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026463523619.
Fournier:2003:SPC
[FG03] Nicolas Fournier and Jean-Sebastien Giet. On small particlesin coagulation–fragmentation equations. Journal of StatisticalPhysics, 111(5–6):1299–1329, June 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023060417976.
Ferrari:2008:NPT
[FG08a] Pablo A. Ferrari and Sebastian P. Grynberg. No phase transitionfor Gaussian fields with bounded spins. Journal of StatisticalPhysics, 130(1):195–202, January 2008. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9423-9.
Fournier:2008:USH
[FG08b] Nicolas Fournier and Helene Guerin. On the uniqueness for thespatially homogeneous Boltzmann equation with a strong angu-lar singularity. Journal of Statistical Physics, 131(4):749–781,May 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9511-5.
Faggionato:2009:NET
[FGC09] A. Faggionato, D. Gabrielli, and M. Ribezzi Crivellari. Non-equilibrium thermodynamics of piecewise deterministic Markov
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Fishman:2003:TQA
[FGR03] Shmuel Fishman, Italo Guarneri, and Laura Rebuzzini. A theoryfor quantum accelerator modes in atom optics. Journal of Statis-tical Physics, 110(3–6):911–943, March 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022176306198.
Feldman:2004:NFM
[FH04] Mikhail Feldman and Seung-Yeal Ha. Nonlinear function-als of multi-D discrete velocity Boltzmann equations. Jour-nal of Statistical Physics, 114(3–4):1015–1033, February 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000012515.85916.2a.
Finkler:2006:DPM
[FHAY06] Ilya Finkler, Bertrand I. Halperin, Assa Auerbach, and Amir Ya-coby. Domain patterns in the microwave-induced zero-resistancestate. Journal of Statistical Physics, 125(5–6):1093–1107, De-cember 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9037-7.
Finken:2003:PSP
[FHL03] R. Finken, J.-P. Hansen, and A. A. Louis. Phase separation ofpenetrable core mixtures. Journal of Statistical Physics, 110(3–6):1015–1037, March 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022136624854.
Fine:2003:ULT
[Fin03] Boris V. Fine. Universal long-time relaxation on lattices of clas-sical spins: Markovian behavior on non–Markovian timescales.Journal of Statistical Physics, 112(1–2):319–327, July 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1023639906726.
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Fisch:2006:FSSa
[Fis06a] Ronald Fisch. Finite-size scaling in the energy–entropy plane forthe 2D ± Ising spin glass. Journal of Statistical Physics, 125(3):777–792, November 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9164-1.
Fisch:2006:FSSb
[Fis06b] Ronald Fisch. Finite-size scaling of the domain wall entropydistributions for the 2D±J Ising spin glass. Journal of StatisticalPhysics, 125(3):793–803, November 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9223-7.
Fisch:2007:SSI
[Fis07] Ronald Fisch. Subextensive singularity in the 2D ±J Ising spinglass. Journal of Statistical Physics, 128(4):1113–1124, August2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-007-9336-7.
Fisch:2008:ARS
[Fis08] Ronald Fisch. Aspect-ratio scaling of domain wall entropy forthe 2D ±J Ising spin glass. Journal of Statistical Physics, 130(3):561–569, February 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9436-4.
Fogedby:2005:WNA
[FJ05] Hans C. Fogedby and Mogens H. Jensen. Weak noise approachto the logistic map. Journal of Statistical Physics, 121(5–6):759–778, December 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-5457-z.
Forrester:2001:APS
[FJM01a] P. J. Forrester, B. Jancovici, and D. S. McAnally. Analyticproperties of the structure function for the one-dimensional one-component log–gas. Journal of Statistical Physics, 102(3–4):737–780, February 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1004846818738.
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Frachebourg:2001:IBA
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Foias:2002:SEN
[FJMR02] C. Foias, M. S. Jolly, O. P. Manley, and R. Rosa. Statisticalestimates for the Navier–Stokes equations and the Kraichnantheory of 2-D fully developed turbulence. Journal of Statisti-cal Physics, 108(3–4):591–645, August 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1015782025005.
Foias:2003:LLD
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Fantoni:2003:POC
[FJT03] R. Fantoni, B. Jancovici, and G. Tellez. Pressures for a one-component plasma on a pseudosphere. Journal of StatisticalPhysics, 112(1–2):27–57, July 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023671419021.
Fannjiang:2000:FBM
[FK00] Albert Fannjiang and Tomasz Komorowski. Fractional Brow-nian motions and enhanced diffusion in a unidirectional wave-like turbulence. Journal of Statistical Physics, 100(5–6):1071–1095, September 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018738009970.
Fel:2002:ECL
[FK02] Leonid G. Fel and Konstantin M. Khanin. On effective con-ductivity on Zd lattice. Journal of Statistical Physics, 108(5–6):1015–1031, September 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019787330168.
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Fiala:2004:TFF
[FK04] Jan Fiala and Peter Kleban. Thermodynamics of the Fareyfraction spin chain. Journal of Statistical Physics, 116(5–6):1471–1490, September 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000041727.66775.d3.
Fiala:2005:GNT
[FK05] Jan Fiala and Peter Kleban. Generalized number theoretic spinchain-connections to dynamical systems and expectation val-ues. Journal of Statistical Physics, 121(3–4):553–577, Novem-ber 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-7579-8.
Finkelshtein:2009:RMS
[FK09a] Dmitri Finkelshtein and Yuri Kondratiev. Regulation mecha-nisms in spatial stochastic development models. Journal of Sta-tistical Physics, 136(1):103–115, July 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9764-7.
Fleurke:2009:SRP
[FK09b] S. R. Fleurke and C. Kulske. A second-row parking para-dox. Journal of Statistical Physics, 136(2):285–295, July 2009.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9775-4.pdf.
Friedland:2008:VAM
[FKLM08] S. Friedland, E. Krop, P. H. Lundow, and K. Markstrom. Onthe validations of the asymptotic matching conjectures. Jour-nal of Statistical Physics, 133(3):513–533, November 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9550-y.
Frisch:2005:MFA
[FKM05] U. Frisch, K. Khanin, and T. Matsumoto. Multifractality ofthe Feigenbaum attractor and fractional derivatives. Journalof Statistical Physics, 121(5–6):671–695, December 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).
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Fiala:2003:PTS
[FKO03] Jan Fiala, Peter Kleban, and Ali Ozluk. The phase transition instatistical models defined on Farey fractions. Journal of Statis-tical Physics, 110(1–2):73–86, January 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1021014627403.
Fishman:2008:PDL
[FKS08] Shmuel Fishman, Yevgeny Krivolapov, and Avy Soffer. On theproblem of dynamical localization in the nonlinear Schrodingerequation with a random potential. Journal of Statistical Physics,131(5):843–865, June 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9472-0.
Felderhof:2003:RBM
[FL03a] B. U. Felderhof and C. Lohn. Rotational Brownian motion ofa pair of dipoles coupled via a classical Heisenberg interaction.Journal of Statistical Physics, 110(3–6):1099–1115, March 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022196810741.
Franz:2003:RBO
[FL03b] Silvio Franz and Michele Leone. Replica bounds for optimiza-tion problems and diluted spin systems. Journal of StatisticalPhysics, 111(3–4):535–564, May 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022885828956.
Feng:2006:NSP
[FL06] Z. C. Feng and Y. Charles Li. Nanoscale spontaneous patterning.Journal of Statistical Physics, 123(4):741–751, May 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9083-1.
Fischer:2000:SLG
[FLM00] Werner Fischer, Hajo Leschke, and Peter Muller. Spectral lo-calization by Gaussian random potentials in multi-dimensional
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Fernandez:2003:VPA
[FLR03] Roberto Fernandez, Arnaud Le Ny, and Frank Redig. Varia-tional principle and almost quasilocality for renormalized mea-sures. Journal of Statistical Physics, 111(1–2):465–478, April2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1022281730113.
Ferrari:2007:CFN
[FLS07] Pablo A. Ferrari, Claudio Landim, and Valentin V. Sisko.Condensation for a fixed number of independent random vari-ables. Journal of Statistical Physics, 128(5):1153–1158, Septem-ber 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9356-3.
Fedorenko:2008:FTC
[FLW08] Andrei A. Fedorenko, Pierre Le Doussal, and Kay Jorg Wiese.Field theory conjecture for loop-erased random walks. Jour-nal of Statistical Physics, 133(5):805–812, December 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9642-8.
Fabricius:2001:BEI
[FM01a] Klaus Fabricius and Barry M. McCoy. Bethe’s equation is incom-plete for the XXZ model at roots of unity. Journal of StatisticalPhysics, 103(5–6):647–678, June 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010380116927.
Fabricius:2001:CBE
[FM01b] Klaus Fabricius and Barry M. McCoy. Completing Bethe’s equa-tions at roots of unity. Journal of Statistical Physics, 104(3–4):573–587, August 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010372504158.
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Fournier:2001:MPA
[FM01c] Nicolas Fournier and Sylvie Meleard. A Markov process asso-ciated with a Boltzmann equation without cutoff and for non–Maxwell molecules. Journal of Statistical Physics, 104(1–2):359–385, July 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010322130480.
Fort:2002:ASW
[FM02a] Joaquim Fort and Vicenc Mendez. On approximate solutions tothe wavefront speed problem. Journal of Statistical Physics, 107(3–4):805–820, May 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014590230955.
Frisch:2002:MFD
[FM02b] U. Frisch and T. Matsumoto. On multifractality and frac-tional derivatives. Journal of Statistical Physics, 108(5–6):1181–1202, September 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019843616965.
Fabricius:2003:NDE
[FM03] Klaus Fabricius and Barry M. McCoy. New developments inthe eight vertex model. Journal of Statistical Physics, 111(1–2):323–337, April 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022213209641.
Fabricius:2005:NDE
[FM05a] Klaus Fabricius and Barry M. McCoy. New developments in theeight vertex model II. Chains of odd length. Journal of StatisticalPhysics, 120(1–2):37–70, July 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-4410-5.
Fernandez:2005:CCC
[FM05b] Roberto Fernandez and Gregory Maillard. Chains with com-plete connections: General theory, uniqueness, loss of memoryand mixing properties. Journal of Statistical Physics, 118(3–4):555–588, February 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8821-5.
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Fontbona:2007:PCE
[FM07] Joaquin Fontbona and Miguel Martinez. Paths clustering and anexistence result for stochastic vortex systems. Journal of Statis-tical Physics, 128(3):699–719, August 2007. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9339-4.
Falco:2008:RGA
[FM08] Pierluigi Falco and Vieri Mastropietro. Renormalization groupand asymptotic spin-charge separation for chiral Luttinger liq-uids. Journal of Statistical Physics, 131(1):79–116, April 2008.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-007-9474-y.
Fabricius:2009:NMT
[FM09a] Klaus Fabricius and Barry M. McCoy. New Q matrices andtheir functional equations for the eight vertex model at ellipticroots of unity. Journal of Statistical Physics, 134(4):643–668,February 2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9692-6.
Forrester:2009:MCC
[FM09b] Peter J. Forrester and Anthony Mays. A method to calculate cor-relation functions for β = 1 random matrices of odd size. Jour-nal of Statistical Physics, 134(3):443–462, February 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9684-6.
Frisch:2003:SEF
[FMB03] U. Frisch, T. Matsumoto, and J. Bec. Singularities of Euler flow?Not out of the blue! Journal of Statistical Physics, 113(5–6):761–781, December 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027308602344.
Frohlich:2004:IAT
[FMS04] J. Frohlich, M. Merkli, and I. M. Sigal. Ionization of atoms in athermal field. Journal of Statistical Physics, 116(1–4):311–359,
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[FN00] T. Franosch and David R. Nelson. Population dynamics nearan oasis with time-dependent convection. Journal of StatisticalPhysics, 99(3–4):1021–1030, May 2000. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018607932123.
Fritz:2006:EFS
[FNO06] Jozsef Fritz, Katalin Nagy, and Stefano Olla. Equilibrium fluc-tuations for a system of harmonic oscillators with conservativenoise. Journal of Statistical Physics, 122(3):399–415, February2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-8070-2.
Ferrari:2007:HPN
[FNP07] Pablo A. Ferrari, Beat M. Niederhauser, and Eugene A. Pecher-sky. Harness processes and non-homogeneous crystals. Journalof Statistical Physics, 128(5):1159–1176, September 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9343-8.
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Gandolfo:2007:MRC
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Grynberg:2001:GDO
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Grecchi:2001:CMD
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Ginoza:2003:AES
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Gesztesy:2004:CIM
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Giardina:2007:VBG
[GS07a] Cristian Giardina and Shannon Starr. Variational bounds for thegeneralized random energy model. Journal of Statistical Physics,
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Goldstein:2007:UQE
[GS07b] S. Goldstein and W. Struyve. On the uniqueness of quan-tum equilibrium in Bohmian mechanics. Journal of StatisticalPhysics, 128(5):1197–1209, September 2007. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9354-5.
Grima:2007:MSA
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Garnier:2008:RBP
[GS08a] Josselin Garnier and Knut Sølna. Random backscattering in theparabolic scaling. Journal of Statistical Physics, 131(3):445–486,May 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9488-0.
Gouet:2008:BDP
[GS08b] Raul Gouet and Aidan Sudbury. Blocking and dimer pro-cesses on the Cayley tree. Journal of Statistical Physics, 130(5):935–955, March 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9451-5.
Grosskinsky:2008:DCTa
[GS08c] Stefan Großkinsky and Gunter M. Schutz. Discontinuous con-densation transition and nonequivalence of ensembles in a zero-range process. Journal of Statistical Physics, 132(1):77–108,July 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9541-z.
Grosskinsky:2008:DCTb
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Giuliani:2009:GSE
[GS09] Alessandro Giuliani and Robert Seiringer. The ground stateenergy of the weakly interacting Bose gas at high density. Jour-nal of Statistical Physics, 135(5–6):915–934, June 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-009-9718-0.
Grosskinsky:2003:CZR
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Grosskinsky:2007:RRS
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Gurevich:2002:HDS
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Grill:2004:ODF
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Guerra:2004:HTR
[GT04b] Francesco Guerra and Fabio Lucio Toninelli. The high tem-perature region of the Viana–Bray diluted spin glass model.Journal of Statistical Physics, 115(1–2):531–555, April 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019815.11115.54.
Grill:2006:LGF
[GT06] Karl Grill and Christian Tutschka. Lattice gas with finite-rangeinteraction under gravity. Journal of Statistical Physics, 125(3):717–726, November 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9201-0.
Gonzalez:2008:WSD
[GT08] Diego Luis Gonzalez and Gabriel Tellez. Wigner surmise fordomain systems. Journal of Statistical Physics, 132(1):187–205,July 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9548-5.
Ganikhodjaev:2009:MPP
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Gravner:2001:LTH
[GTW01] Janko Gravner, Craig A. Tracy, and Harold Widom. Limit the-orems for height fluctuations in a class of discrete space andtime growth models. Journal of Statistical Physics, 102(5–6):1085–1132, March 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1004879725949.
Gruber:2002:BKT
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Gaspard:2002:WDT
[GvB02] Pierre Gaspard and Henk van Beijeren. When do tracer parti-cles dominate the Lyapunov spectrum? Journal of StatisticalPhysics, 109(3–4):671–704, November 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020466732292.
Gough:2007:SPQ
[GvH07] John Gough and Ramon van Handel. Singular perturbation ofquantum stochastic differential equations with coupling throughan oscillator mode. Journal of Statistical Physics, 127(3):575–607, May 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9284-2.
Garcia:2000:LKE
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Gaiotto:2009:SBC
[GW09] Davide Gaiotto and Edward Witten. Supersymmetric boundaryconditions in N = 4 super Yang–Mills theory. Journal of Statis-tical Physics, 135(5–6):789–855, June 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9687-3.
Georgii:2005:CIG
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Georgii:2001:EDP
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Giuliani:2005:FRB
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Huepe:2002:DPT
[HAG02] Cristian Huepe and Maximino Aldana-Gonzalez. Dynamicalphase transition in a neural network model with noise: An ex-act solution. Journal of Statistical Physics, 108(3–4):527–540,August 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1015777824097.
Hagele:2007:PCL
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Hansen:2006:ELC
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Hao:2005:CSO
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Hartmann:2008:ESS
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Hastings:2000:GSS
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Hastings:2001:EDS
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Hastings:2002:SIB
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Hoye:2000:CPS
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Hilhorst:2008:RLT
[HC08] H. J. Hilhorst and P. Calka. Random line tessellations ofthe plane: Statistical properties of many-sided cells. Jour-nal of Statistical Physics, 132(4):627–647, August 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9577-0.
He:2002:TFK
[HD02] Xiaoyi He and Gary D. Doolen. Thermodynamic foundationsof kinetic theory and lattice Boltzmann models for multiphaseflows. Journal of Statistical Physics, 107(1–2):309–328, April2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1014527108336.
Harbola:2003:DTB
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Hierro:2009:SBF
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Heinrichs:2004:STD
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Heilmann:2004:ESA
[Hei04] Ole J. Heilmann. Exact solution of 1D asymmetric exclusionmodel with variable cluster size. Journal of Statistical Physics,116(1–4):855–879, August 2004. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037248.12745.fa.
Hemmer:2000:DIB
[Hem00] P. C. Hemmer. Demixing in isotropic binary mixtures of rodlikemacromolecules. Journal of Statistical Physics, 100(1–2):3–11,July 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018671107958.
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Henderson:2000:OAF
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Hut:2002:ODR
[HH02] P. Hut and D. C. Heggie. Orbital divergence and relax-ation in the gravitational N -body problem. Journal of Sta-tistical Physics, 109(5–6):1017–1025, December 2002. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020472526203.
Hoover:2009:SSM
[HHB09] W. G. Hoover, Carol G. Hoover, and Marcus N. Bannerman.Single-speed molecular dynamics of hard parallel squares andcubes. Journal of Statistical Physics, 136(4):715–732, August2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9795-0.pdf.
Homma:2004:FDW
[HI04] Makoto Homma and Chigak Itoi. Ferromagnetic domain walland spiral ground states in one-dimensional deformed flat-bandHubbard model. Journal of Statistical Physics, 117(3–4):477–519, November 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2266-8.
Homma:2005:GEA
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Hirayama:2005:SVF
[Hir05] Michihiro Hirayama. Second variational formulae for dimen-sion spectra. Journal of Statistical Physics, 118(1–2):103–118,January 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8779-3.
Hillar:2005:PCC
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Hinrichsen:2000:FSP
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Haller:2001:PGS
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Hatayama:2001:FCM
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Hildebrand:2000:NWP
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Hu:2007:TAA
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Hochberg:2000:EPR
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Howard:2003:PTZ
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Hoddeson:2001:JBT
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Holroyd:2002:IEP
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Hosokawa:2000:SWI
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Hosaka:2006:THM
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Hairer:2004:PHH
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Hoover:2000:CSI
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Hoover:2002:LMT
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Hoye:2003:DHT
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Haskovec:2009:SPA
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Inoue:2002:DSM
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Janssen:2001:DPC
[Jan01b] Hans-Karl Janssen. Directed percolation with colors and fla-vors. Journal of Statistical Physics, 103(5–6):801–839, June2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1010300703724.
Jancovici:2003:CFF
[Jan03] B. Jancovici. Charge fluctuations in finite Coulomb systems.Journal of Statistical Physics, 110(3–6):879–902, March 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022172105290.
Janzing:2006:CPM
[Jan06a] Dominik Janzing. On the computational power of molecular heatengines. Journal of Statistical Physics, 122(3):531–556, Febru-ary 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8015-9.
Janzing:2006:QTM
[Jan06b] Dominik Janzing. Quantum thermodynamics with missingreference frames: Decompositions of free energy into non-increasing components. Journal of Statistical Physics, 125(3):761–776, November 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9220-x.
Jarzynski:2000:HDD
[Jar00] C. Jarzynski. Hamiltonian derivation of a detailed fluctuationtheorem. Journal of Statistical Physics, 98(1–2):77–102, Jan-uary 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018670721277.
Jeon:2008:PVM
[JAWC08] Junhwan Jeon, Nelson R. Alexander, Alissa M. Weaver, and Pe-ter T. Cummings. Protrusion of a virtual model Lamellipodium
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Jafarizadeh:2001:HCM
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Jensen:2001:ELA
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Just:2003:EFC
[JGB+03] Wolfram Just, Katrin Gelfert, Nilufer Baba, Anja Riegert, andHolger Kantz. Elimination of fast chaotic degrees of freedom: Onthe accuracy of the Born approximation. Journal of StatisticalPhysics, 112(1–2):277–292, July 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023635805818.
Jayaprakash:2003:EDR
[JH03] C. Jayaprakash and F. Hayot. An equation for the dissipa-tion rate correlation and its implications for the intermittencyexponent µ in turbulence. Journal of Statistical Physics, 111(1–2):371–386, April 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022269427387.
Joo:2007:ENE
[JHA07] Jaewook Joo, Eric Harvill, and Reka Albert. Effects of noise onecological invasion processes: Bacteriophage-mediated compe-tition in bacteria. Journal of Statistical Physics, 128(1–2):229–256, July 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9182-z.
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Jiang:2003:SRB
[Jia03] Miaohua Jiang. Sinai-Ruelle-Bowen measures for lattice dynam-ical systems. Journal of Statistical Physics, 111(3–4):863–902,May 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022854416660.
Jiang:2007:GSR
[Jia07] Zhenglu Jiang. Global solution to the relativistic Enskog equa-tion with near-vacuum data. Journal of Statistical Physics, 127(4):805–812, May 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9269-6.
Jiang:2008:GEP
[Jia08] Zhenglu Jiang. Global existence proof for relativistic Boltz-mann equation with hard interactions. Journal of StatisticalPhysics, 130(3):535–544, February 2008. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9453-3.
Janke:2001:SFS
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Jin:2004:QSC
[JK04] B.-Q. Jin and V. E. Korepin. Quantum spin chain, Toeplitzdeterminants and the Fisher–Hartwig conjecture. Journalof Statistical Physics, 116(1–4):79–95, August 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-
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Jimbo:2001:FFC
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Jansons:2000:ENS
[JL00a] Kalvis M. Jansons and G. D. Lythe. Efficient numericalsolution of stochastic differential equations using exponentialtimestepping. Journal of Statistical Physics, 100(5–6):1097–1109, September 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018711024740.
Jitomirskaya:2000:ZDS
[JL00b] S. Jitomirskaya and M. Landrigan. Zero-dimensional spectralmeasures for quasi-periodic operators with analytic potential.Journal of Statistical Physics, 100(3–4):791–796, August 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018635811535.
Jancovici:2001:BFT
[JL01] B. Jancovici and J. L. Lebowitz. Bounded fluctuations and trans-lation symmetry breaking: A solvable model. Journal of Statis-tical Physics, 103(3–4):619–624, May 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010349517967.
Jedrzejewski:2000:GSL
[JM00] Janusz Jedrzejewski and Jacek Miekisz. Ground states of lat-tice gases with ‘almost’ convex repulsive interactions. Jour-nal of Statistical Physics, 98(3–4):589–620, February 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018663106236.
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Jenkinson:2005:ZTL
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Jiang:2009:PSB
[JNH+09] Rui Jiang, Katsuhiro Nishinari, Mao-Bin Hu, Yong-Hong Wu,and Qing-Song Wu. Phase separation in a bidirectional two-laneasymmetric exclusion process. Journal of Statistical Physics,136(1):73–88, July 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9770-9.
Jaksic:2006:LRT
[JOP06] V. Jaksic, Y. Ogata, and C.-A. Pillet. Linear response theory forthermally driven quantum open systems. Journal of StatisticalPhysics, 123(3):547–569, May 2006. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9075-1.
Jaksic:2001:NEL
[JP01] V. Jaksic and C.-A. Pillet. A note on eigenvalues of Liouvil-leans. Journal of Statistical Physics, 105(5–6):937–941, Decem-ber 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013561529682.
Jaksic:2002:MTN
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Jaeck:2009:NBE
[JPZ09] Thomas Jaeck, Joseph V. Pule, and Valentin A. Zagrebnov. Onthe nature of Bose–Einstein condensation in disordered systems.Journal of Statistical Physics, 137(1):19–55, October 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).
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Jana:2006:GRE
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Jana:2007:GRE
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Jaroszewska:2008:HDI
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Jacobsen:2001:TMP
[JS01a] Jesper Lykke Jacobsen and Jesus Salas. Transfer matricesand partition-function zeros for antiferromagnetic Potts mod-els. II. Extended results for square-lattice chromatic polynomial.Journal of Statistical Physics, 104(3–4):701–723, August 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010328721905.
Jancovici:2001:CCC
[JS01b] B. Jancovici and L. Samaj. Charge correlations in a Coulombsystem along a plane wall: A relation between asymptotic be-havior and dipole moment. Journal of Statistical Physics, 105(1–2):193–209, October 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012286127824.
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Jancovici:2001:CSI
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Jin:2001:RBE
[JS01d] Shi Jin and Marshall Slemrod. Regularization of the Burnettequations via relaxation. Journal of Statistical Physics, 103(5–6):1009–1033, June 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010365123288.
Johnson:2001:ERV
[JS01e] Oliver Johnson and Yurii Suhov. Entropy and random vec-tors. Journal of Statistical Physics, 104(1–2):145–165, July 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010353526846.
Jancovici:2004:MCD
[JS04] B. Jancovici and L. Samaj. Microscopic calculation of thedielectric susceptibility tensor for Coulomb fluids II. Jour-nal of Statistical Physics, 114(5–6):1211–1234, March 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000013972.61656.65.
Jacobsen:2006:TMP
[JS06] Jesper Lykke Jacobsen and Jesus Salas. Transfer matricesand partition-function zeros for antiferromagnetic Potts models.Journal of Statistical Physics, 122(4):705–760, February 2006.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-005-8077-8.
Jacobsen:2008:BCP
[JS08a] Jesper Lykke Jacobsen and Hubert Saleur. Boundary chromaticpolynomial. Journal of Statistical Physics, 132(4):707–719, Au-gust 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-
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Jancovici:2008:GCP
[JS08b] Bernard Jancovici and Ladislav Samaj. Guest charge and poten-tial fluctuations in two-dimensional classical Coulomb systems.Journal of Statistical Physics, 131(4):613–629, May 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-008-9515-1.
Jeng:2008:SJP
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Jacobsen:2003:TMP
[JSS03] Jesper Lykke Jacobsen, Jesus Salas, and Alan D. Sokal. Transfermatrices and partition-function zeros for antiferromagnetic Pottsmodels. III. Triangular-lattice chromatic polynomial. Jour-nal of Statistical Physics, 112(5–6):921–1017, September 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1024611424456.
Jacobsen:2005:SFS
[JSS05] Jesper Lykke Jacobsen, Jesus Salas, and Alan D. Sokal. Span-ning forests and the q-state Potts model in the limit q → 0. Jour-nal of Statistical Physics, 119(5–6):1153–1281, June 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-4409-y.
Jancovici:2004:CFC
[JT04] B. Jancovici and G. Tellez. Charge fluctuations for aCoulomb fluid in a disk on a pseudosphere. Journal ofStatistical Physics, 116(1–4):205–230, August 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037207.05672.5b.
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Just:2001:EPT
[Jus01] Wolfram Just. Equilibrium phase transitions in coupled maplattices: A pedestrian approach. Journal of Statistical Physics,105(1–2):133–142, October 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012230010077.
Josic:2000:DRD
[JW00] Kresimir Josic and C. Eugene Wayne. Dynamics of a ringof diffusively coupled Lorenz oscillators. Journal of StatisticalPhysics, 98(1–2):1–30, January 2000. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018600203530.
Jackson:2004:GAB
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Junk:2005:AAL
[JY05] Michael Junk and Zhaoxia Yang. Asymptotic analysis of lat-tice Boltzmann boundary conditions. Journal of StatisticalPhysics, 121(1–2):3–35, October 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8321-2.
Kadanoff:2003:IE
[Kad03a] Leo P. Kadanoff. Imports and exports. Journal of Statisti-cal Physics, 111(5–6):1391–1396, June 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023020703863.
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Kadanoff:2006:PFR
[Kad06] Leo P. Kadanoff. Pulled fronts and the reproductive individual.Journal of Statistical Physics, 122(6):1293–1296, March 2006.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-006-9073-3.
Kadanoff:2009:MSP
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Kanter:2001:BRB
[Kan01] Ido Kanter. Book review: Statistical Mechanics of Learning.By A. Engel and C. Van den Broeck, Cambridge UniversityPress. Journal of Statistical Physics, 105(3–4):719–720, Novem-ber 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012240212301.
Kaplan:2006:CP
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Karwowski:2007:GME
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Kashaev:2001:NCQ
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Kastner:2002:EOP
[Kas02] Michael Kastner. Existence and order of the phase transition ofthe Ising model with fixed magnetization. Journal of StatisticalPhysics, 109(1–2):133–142, October 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1019983427289.
Kim:2003:CCB
[KAS03] Young C. Kim, Mikhail A. Anisimov, and Jan V. Sengers.Crossover critical behavior in the three-dimensional Ising model.Journal of Statistical Physics, 110(3–6):591–609, March 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022199516676.
Kawasaki:2003:DVW
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Kirkpatrick:2002:LTT
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Kincaid:2002:NPS
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Kurzynski:2003:MFP
[KC03] M. Kurzynski and P. Chelminiak. Mean first-passage time in thestochastic theory of biochemical processes. Application to acto-myosin molecular motor. Journal of Statistical Physics, 110(1–2):137–181, January 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1021018728312.
Keskin:2007:DDQ
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Kalmykov:2008:MEP
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Klages:2000:DDD
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Kennedy:2002:FIP
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Krstic:2007:MPO
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Keldermann:2007:PRD
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Komorowski:2005:MER
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Koibuchi:2007:PTM
[Koi07a] Hiroshi Koibuchi. Phase transition of meshwork models forspherical membranes. Journal of Statistical Physics, 129(4):605–621, November 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9385-y.
Koibuchi:2007:PTT
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Kolokoltsov:2004:HLC
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Komarova:2007:LGF
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Konno:2002:SDM
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[Leb02a] Joel L. Lebowitz. Preface. Journal of Statistical Physics,107(1–2):1, April 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014538916088.
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Lochmann:2006:ATZ
[LR06] Andreas Lochmann and Manfred Requardt. An analysis of thetransition zone between the various scaling regimes in the small-world model. Journal of Statistical Physics, 122(2):255–278,January 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8083-x.
Lepri:2000:GCF
[LRB00] S. Lepri, L. Rondoni, and G. Benettin. The Gallavotti–Cohenfluctuation theorem for a nonchaotic model. Journal of Statis-tical Physics, 99(3–4):857–872, May 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018695529398.
Lenci:2005:LDQ
[LRB05] Marco Lenci and Luc Rey-Bellet. Large deviations in quantumlattice systems: One-phase region. Journal of Statistical Physics,119(3–4):715–746, May 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-3015-3.
Leonenko:2006:SLM
[LRM06] N. N. Leonenko and M. D. Ruiz-Medina. Scaling laws for themultidimensional Burgers equation with quadratic external po-tential. Journal of Statistical Physics, 124(1):191–205, July2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613
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Landim:2005:STD
[LRY05] Claudio Landim, Jose A. Ramırez, and Horng-Tzer Yau. Su-perdiffusivity of two dimensional lattice gas models. Jour-nal of Statistical Physics, 119(5–6):963–995, June 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-4297-1.
LaCour:2000:MDN
[LS00a] Brian R. La Cour and William C. Schieve. Macroscopic deter-minism in noninteracting systems using large deviation theory.Journal of Statistical Physics, 99(5–6):1225–1249, June 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018684621645.
Loutsenko:2000:SSI
[LS00b] Igor Loutsenko and Vyacheslav Spiridonov. Soliton solutions ofintegrable hierarchies and Coulomb plasmas. Journal of Statis-tical Physics, 99(3–4):751–767, May 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018635310742.
LaCour:2002:MDI
[LS02] Brian R. La Cour and William C. Schieve. Macroscopic de-terminism in interacting systems using large deviation theory.Journal of Statistical Physics, 107(3–4):729–756, May 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1014582013208.
Lefevere:2004:PAA
[LS04a] R. Lefevere and A. Schenkel. Perturbative analysis of an-harmonic chains of oscillators out of equilibrium. Journalof Statistical Physics, 115(5–6):1389–1421, June 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000028064.17281.bb.
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Lieb:2004:EFB
[LS04b] Elliott H. Lieb and Robert Seiringer. Equivalent forms ofthe Bessis–Moussa–Villani conjecture. Journal of StatisticalPhysics, 115(1–2):185–190, April 2004. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019811.15510.27.
Lewin:2009:SCP
[LS09a] Mathieu Lewin and Robert Seiringer. Strongly correlated phasesin rapidly rotating Bose gases. Journal of Statistical Physics,137(5–6):1040–1062, December 2009. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9833-y.
Lukkarinen:2009:NON
[LS09b] Jani Lukkarinen and Herbert Spohn. Not to normal order —notes on the kinetic limit for weakly interacting quantum flu-ids. Journal of Statistical Physics, 134(5–6):1133–1172, March2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-009-9682-8.
Ledrappier:2003:RVD
[LSSW03] Francois Ledrappier, Michael Shub, Carles Simo, and AmieWilkinson. Random versus deterministic exponents in a Richfamily of diffeomorphisms. Journal of Statistical Physics, 113(1–2):85–149, October 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1025770720803.
Lods:2004:DLB
[LT04] Bertrand Lods and Giuseppe Toscani. Dissipative linear Boltz-mann equation for hard spheres. Journal of Statistical Physics,117(3–4):635–664, November 2004. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2267-7.
Liu:2002:MZS
[LTWW02] Qing-Hui Liu, Bo Tan, Zhi-Xiong Wen, and Jun Wu. Mea-sure zero spectrum of a class of Schrodinger operators. Jour-nal of Statistical Physics, 106(3–4):681–691, February 2002.
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Lu:2000:MBE
[Lu00] Xuguang Lu. A modified Boltzmann equation for Bose–Einstein particles: Isotropic solutions and long-time behavior.Journal of Statistical Physics, 98(5–6):1335–1394, March 2000.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018628031233.
Lu:2001:SHS
[Lu01] Xuguang Lu. On spatially homogeneous solutions of a mod-ified Boltzmann equation for Fermi–Dirac particles. Jour-nal of Statistical Physics, 105(1–2):353–388, October 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1012282516668.
Lu:2004:IDS
[Lu04] Xuguang Lu. On isotropic distributional solutions to the Boltz-mann equation for Bose–Einstein particles. Journal of Sta-tistical Physics, 116(5–6):1597–1649, September 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000041750.11320.9c.
Lu:2005:BEB
[Lu05] Xuguang Lu. The Boltzmann equation for Bose–Einstein par-ticles: Velocity concentration and convergence to equilibrium.Journal of Statistical Physics, 119(5–6):1027–1067, June 2005.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-005-3767-9.
Lu:2006:BEF
[Lu06] Xuguang Lu. On the Boltzmann equation for Fermi–Dirac par-ticles with very soft potentials: Averaging compactness of weaksolutions. Journal of Statistical Physics, 124(2–4):517–547, Au-gust 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9039-5.
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Lubeck:2006:TDP
[Lub06] S. Lubeck. Tricritical directed percolation. Journal of StatisticalPhysics, 123(1):193–221, April 2006. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-9000-z.
Lucarini:2008:SBP
[Luc08a] Valerio Lucarini. From symmetry breaking to Poisson point pro-cess in 2D Voronoi tessellations: the generic nature of hexagons.Journal of Statistical Physics, 130(6):1047–1062, March 2008.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-007-9475-x.
Lucarini:2008:RTE
[Luc08b] Valerio Lucarini. Response theory for equilibrium and non-equilibrium statistical mechanics: Causality and generalizedKramers–Kronig relations. Journal of Statistical Physics, 131(3):543–558, May 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9498-y.
Lucarini:2009:EDR
[Luc09a] Valerio Lucarini. Evidence of dispersion relations for the non-linear response of the Lorenz 63 system. Journal of StatisticalPhysics, 134(2):381–400, January 2009. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9675-z.
Lucarini:2009:TDR
[Luc09b] Valerio Lucarini. Three-dimensional random Voronoi tessella-tions: From cubic crystal lattices to Poisson point processes.Journal of Statistical Physics, 134(1):185–206, January 2009.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-008-9668-y.
Luo:2001:FIM
[Luo01] Shunlong Luo. Fisher information matrix of Husimi distribu-tion. Journal of Statistical Physics, 102(5–6):1417–1428, March2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1004856832310.
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Luo:2007:NSW
[Luo07] Shunlong Luo. Notes on superadditivity of Wigner–Yanase–Dyson information. Journal of Statistical Physics, 128(5):1177–1188, September 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9349-2.
Ladd:2001:LBS
[LV01] A. J. C. Ladd and R. Verberg. Lattice-Boltzmann simulationsof particle–fluid suspensions. Journal of Statistical Physics, 104(5–6):1191–1251, September 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010414013942.
Lauwers:2002:FBG
[LV02] J. Lauwers and A. Verbeure. Fluctuations in the Bose gas withattractive boundary conditions. Journal of Statistical Physics,108(1–2):123–168, July 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1015491519127.
Lauwers:2003:BEC
[LVZ03] J. Lauwers, A. Verbeure, and V. A. Zagrebnov. Bose–Einsteincondensation for homogeneous interacting systems with a one-particle spectral gap. Journal of Statistical Physics, 112(1–2):397–420, July 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023648208543.
Laurencot:2001:DCE
[LW01a] Philippe Laurencot and Dariusz Wrzosek. The discrete coagu-lation equations with collisional breakage. Journal of StatisticalPhysics, 104(1–2):193–220, July 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010309727754.
Lu:2001:DFZ
[LW01b] Wentao T. Lu and F. Y. Wu. Density of the Fisher zeroes for theIsing model. Journal of Statistical Physics, 102(3–4):953–970,February 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1004863322373.
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Lee:2004:EDB
[LW04a] Jihoon Lee and Ming-Yih Wu. Ergodicity for the dissipativeBoussinesq equations with random forcing. Journal of StatisticalPhysics, 117(5–6):929–973, December 2004. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-5711-9.
Lubeck:2004:USB
[LW04b] S. Lubeck and R. D. Willmann. Universal scaling behaviorof directed percolation around the upper critical dimension.Journal of Statistical Physics, 115(5–6):1231–1250, June 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000028059.24904.3b.
Langmann:2007:MFM
[LW07] Edwin Langmann and Mats Wallin. Mean field magnetic phasediagrams for the two dimensional t–t′–U Hubbard model. Jour-nal of Statistical Physics, 127(4):825–840, May 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9308-y.
Levesque:2000:CFT
[LWL00] D. Levesque, J.-J. Weis, and J. L. Lebowitz. Charge fluctuationsin the two-dimensional one-component plasma. Journal of Sta-tistical Physics, 100(1–2):209–222, July 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018643829340.
Lieb:2001:GSE
[LY01] Elliott H. Lieb and Jakob Yngvason. The ground state energy ofa dilute two-dimensional Bose gas. Journal of Statistical Physics,103(3–4):509–526, May 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010337215241.
Lin:2007:CNS
[LY07] Kevin K. Lin and Lai-Sang Young. Correlations in nonequilib-rium steady states of random halves models. Journal of Statis-tical Physics, 128(3):607–639, August 2007. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9318-9.
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Lyberg:2005:FVC
[Lyb05] I. Lyberg. The fourth virial coefficient of a fluid of hard spheresin odd dimensions. Journal of Statistical Physics, 119(3–4):747–764, May 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-3020-6.
Luo:2004:ICS
[LZ04] Shunlong Luo and Zhengmin Zhang. An informational char-acterization of Schrodinger’s uncertainty relations. Journalof Statistical Physics, 114(5–6):1557–1576, March 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000013971.75667.c8.
Luo:2008:SWY
[LZ08] Shunlong Luo and Qiang Zhang. Superadditivity of Wigner–Yanase–Dyson information revisited. Journal of StatisticalPhysics, 131(6):1169–1177, June 2008. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9534-y.
Luo:2009:OCT
[LZ09] Shunlong Luo and Qiang Zhang. Observable correlations in two-qubit states. Journal of Statistical Physics, 136(1):165–177, July2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-009-9779-0.
Levine:2004:PTT
[LZGM04] E. Levine, G. Ziv, L. Gray, and D. Mukamel. Phase transi-tions in traffic models. Journal of Statistical Physics, 117(5–6):819–830, December 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-5706-6.
Machta:2002:SCT
[Mac02] J. Machta. Sampling chaotic trajectories quickly in paral-lel. Journal of Statistical Physics, 109(3–4):863–873, Novem-ber 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1020431119088.
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Macdonald:2009:DCZ
[Mac09] Brian Macdonald. Density of complex zeros of a system ofreal random polynomials. Journal of Statistical Physics, 136(5):807–833, September 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9810-5.
Magdziarz:2009:BSF
[Mag09a] Marcin Magdziarz. Black–Scholes formula in subdiffusiveregime. Journal of Statistical Physics, 136(3):553–564, August2009. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-009-9791-4.
Magdziarz:2009:LPS
[Mag09b] Marcin Magdziarz. Langevin picture of subdiffusion with in-finitely divisible waiting times. Journal of Statistical Physics,135(4):763–772, May 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9751-z.
Maier:2003:CEF
[Mai03] Robert S. Maier. On crossing event formulas in critical two-dimensional percolation. Journal of Statistical Physics, 111(5–6):1027–1048, June 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023006413433.
Malyshev:2005:MMC
[Mal05] V. A. Malyshev. Microscopic models for chemical thermody-namics. Journal of Statistical Physics, 119(5–6):997–1026, June2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-4408-z.
Malecki:2007:TDK
[Mal07] Justin Malecki. The two dimensional Kondo model with Rashbaspin-orbit coupling. Journal of Statistical Physics, 129(4):741–757, November 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9414-x.
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Mandelbrot:2003:MPL
[Man03] Benoıt B. Mandelbrot. Multifractal power law distributions:Negative and critical dimensions and other ‘anomalies,’ ex-plained by a simple example. Journal of Statistical Physics, 110(3–6):739–774, March 2003. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022159802564; http://www.springerlink.com/content/j20k474mu4063439/. Special is-sue in honor of Michael E. Fisher’s 70th birthday (Piscataway,NJ, 2001).
Melik-Alaverdian:2001:QPM
[MAOB01] V. Melik-Alaverdian, G. Ortiz, and N. E. Bonesteel. Quantumprojector method on curved manifolds. Journal of StatisticalPhysics, 104(1–2):449–470, July 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010326231389.
Masoliver:2000:BRB
[Mas00] Jaume Masoliver. Book review: An Introduction to Econo-physics, Correlations, and Complexity in Finance, N. Rosario,H. Mantegna, and H. E. Stanley, Cambridge University Press,Cambridge, 2000. Journal of Statistical Physics, 100(3–4):801–802, August 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018639912443.
Masoliver:2002:BRB
[Mas02a] Jaume Masoliver. Book reviews: Theory of Financial Risks:From Statistical Mechanics to Risk Management. Jean-PhilippeBouchaud and Marc Potters, Cambridge University Press, Cam-bridge, 2001. Stochastic Processes from Physics to Finance.Wolfang Paul and Jorg Baschnagel, Springer, Berlin, 1999.Journal of Statistical Physics, 109(1–2):339–340, October 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020060216811.
Mason:2002:MSC
[Mas02b] R. J. Mason. A multi-speed compressible lattice-Boltzmannmodel. Journal of Statistical Physics, 107(1–2):385–400, April2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613
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(electronic). URL http://link.springer.com/article/10.1023/A%3A1014535310153.
Masoliver:2003:BRB
[Mas03a] Jaume Masoliver. Book review: Patterns of Speculation. A Studyin Observational Econophysics. Bertrand M. Roehner, Cam-bridge University Press, Cambridge, 2002. Journal of Statisti-cal Physics, 112(3–4):881–882, August 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023888328089.
Mastropietro:2003:NUI
[Mas03b] V. Mastropietro. Non-universality in Ising models with four spininteraction. Journal of Statistical Physics, 111(1–2):201–259,April 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022257024662.
Masoliver:2005:BRB
[Mas05a] Jaume Masoliver. Book review: Quantum Finance, Path Inte-grals and Hamiltonians for Options and Interest Rates. Jour-nal of Statistical Physics, 120(1–2):417–418, July 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-5473-z.
Mastropietro:2005:RPL
[Mas05b] Vieri Mastropietro. Rigorous proof of Luttinger liquid behaviorin the 1D Hubbard model. Journal of Statistical Physics, 121(3–4):373–432, November 2005. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-7007-0.
Masoliver:2006:BRB
[Mas06] Jaume Masoliver. Book review: The Noisy Oscillator. Journalof Statistical Physics, 123(3):703, May 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9094-y.
Masoliver:2007:CD
[Mas07] Jaume Masoliver. Chaotic dynamics. Journal of StatisticalPhysics, 127(3):655–656, May 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9302-4.
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Masoliver:2008:MLW
[Mas08] Jaume Masoliver. Melvin Lax, Wei cai, min xu: Random pro-cesses in physics and finance. Journal of Statistical Physics,130(4):821, February 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9468-9.
Masoliver:2009:FBH
[Mas09a] Jaume Masoliver. Floyd b. Hanson: Applied stochastic processesand control for jump-diffusions. Journal of Statistical Physics,134(1):207, January 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/content/pdf/10.1007/s10955-008-9669-x.pdf.
Masoliver:2009:GCM
[Mas09b] Jaume Masoliver. S. Gianfausto, C. De Michele, N.T. Kotte-goda, R. Renzo: Extremes in Nature: An Approach Using Cop-ulas. Journal of Statistical Physics, 134(2):425, January 2009.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/content/pdf/10.1007/s10955-008-9666-0.pdf.
Mattis:2001:LMM
[Mat01] Daniel C. Mattis. Luttinger’s model and the matter of disper-sion. Journal of Statistical Physics, 103(3–4):503–507, May 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010385131170.
Mattingly:2002:DSS
[Mat02] Jonathan C. Mattingly. The dissipative scale of the stochasticsNavier–Stokes equation: Regularization and analyticity. Jour-nal of Statistical Physics, 108(5–6):1157–1179, September 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1019799700126.
Mattis:2004:DN
[Mat04] Daniel C. Mattis. Design of a nanomagnet. Journal ofStatistical Physics, 116(1–4):773–782, August 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037212.88196.7c.
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Mathieu:2008:QIP
[Mat08] P. Mathieu. Quenched invariance principles for random walkswith random conductances. Journal of Statistical Physics, 130(5):1025–1046, March 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9465-z.
Maudlin:2008:DRM
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Majumdar:2006:USE
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McGuire:2001:EBA
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Mecke:2001:EMC
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Mermin:2003:MLF
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Mezzasalma:2001:PCS
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Morriss:2002:SWD
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Mobilia:2007:PTS
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Medved:2007:SMS
[MH07] Igor Medved’ and Dale A. Huckaby. A statistical mechanicalstudy of current spikes due to phase transitions at electrode–electrolyte interfaces. Journal of Statistical Physics, 129(2):335–376, October 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9359-0.
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Misumi:2006:CVL
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Mirin:2003:EDA
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Majumdar:2000:NPT
[MKB00] Satya N. Majumdar, Supriya Krishnamurthy, and MustansirBarma. Nonequilibrium phase transition in a model of diffusion,aggregation, and fragmentation. Journal of Statistical Physics,99(1–2):1–29, April 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018632005018.
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Moore:2000:IDL
[MM00] Cristopher Moore and Jonathan Machta. Internal diffusion-limited aggregation: Parallel algorithms and complexity. Jour-nal of Statistical Physics, 99(3–4):661–690, May 2000. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018627008925.
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Mallick:2005:AOD
[MM05a] Kirone Mallick and Philippe Marcq. Anharmonic oscillatordriven by additive Ornstein–Uhlenbeck noise. Journal of Sta-tistical Physics, 119(1–2):1–33, April 2005. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2135-5.
Mondaini:2005:SGC
[MM05b] Leonardo Mondaini and E. C. Marino. Sine–Gordon/ Coulombgas soliton correlation functions and an exact evaluation of theKosterlitz–Thouless critical exponent. Journal of StatisticalPhysics, 118(3–4):767–779, February 2005. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-8828-y.
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[MM06a] Alain Messager and Bruno Nachtergaele Molchanov. A modelwith simultaneous first and second order phase transitions. Jour-nal of Statistical Physics, 122(1):1–14, January 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-8071-1.
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Mejia-Monasterio:2008:FRN
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Mashkevich:2009:ADT
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Mourragui:2009:LGM
[MO09b] Mustapha Mourragui and Enza Orlandi. Lattice gas model inrandom medium and open boundaries: Hydrodynamic and re-laxation to the steady state. Journal of Statistical Physics, 136(4):685–714, August 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9796-z.
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Macris:2001:LRO
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[MP03] Marc Mezard and Giorgio Parisi. The cavity method at zero tem-perature. Journal of Statistical Physics, 111(1–2):1–34, April2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1022221005097.
Marder:2006:GES
[MP06] M. Marder and N. Papanicolaou. Geometry and elasticity ofstrips and flowers. Journal of Statistical Physics, 125(5–6):1065–1092, December 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9087-x.
Morais:2009:APT
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Munoz:2009:SCK
[MPD09] Enrique Munoz, Jeong-Man Park, and Michael W. Deem. So-lution of the Crow–Kimura and eigen models for alphabetsof arbitrary size by Schwinger spin coherent states. Jour-nal of Statistical Physics, 135(3):429–465, May 2009. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/content/pdf/10.1007/s10955-009-9732-2.pdf.
Marinari:2000:RSB
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Maier-Paape:2000:SDM
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Milanovic:2006:GCE
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Mukhamedov:2004:GMM
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Miller:2002:LBM
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Montanari:2006:DGT
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Netocny:2004:LDQ
[NR04] K. Netocny and F. Redig. Large deviations for quantum spin sys-tems. Journal of Statistical Physics, 117(3–4):521–547, Novem-ber 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-3452-4.
Newman:2002:SRS
[NS02] C. M. Newman and D. L. Stein. The state(s) of replica symme-try breaking: Mean field theories vs. short-ranged spin glasses.Journal of Statistical Physics, 106(1–2):213–244, January 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1013128314054.
Neishtadt:2004:APD
[NS04] A. I. Neishtadt and Y. G. Sinai. Adiabatic piston as a dynam-ical system. Journal of Statistical Physics, 116(1–4):815–820,
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Newell:2005:PF
[NS05] Alan C. Newell and Patrick D. Shipman. Plants and Fi-bonacci. Journal of Statistical Physics, 121(5–6):937–968, De-cember 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8665-7.
Niu:2004:ISH
[NSCW04] X. D. Niu, C. Shu, Y. T. Chew, and T. G. Wang. Investigation ofstability and hydrodynamics of different lattice Boltzmann mod-els. Journal of Statistical Physics, 117(3–4):665–680, November2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-004-2264-x.
Nachtergaele:2004:FOE
[NSS04] Bruno Nachtergaele, Wolfgang Spitzer, and Shannon Starr. Fer-romagnetic ordering of energy levels. Journal of StatisticalPhysics, 116(1–4):719–738, August 2004. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037227.24460.e5.
Narnhofer:2004:RBS
[NT04] Heide Narnhofer and Walter Thirring. On the relation be-tween strong subadditivity and entanglement. Journal ofStatistical Physics, 116(1–4):1189–1197, August 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000037210.51757.65.
Niethammer:2008:SIF
[NV08] B. Niethammer and J. J. L. Velazquez. On screening in-duced fluctuations in Ostwald ripening. Journal of Statisti-cal Physics, 130(3):415–453, February 2008. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9449-z.
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Oshanin:2003:ESM
[OBB03] G. Oshanin, O. Benichou, and A. Blumen. Exactly solv-able model of reactions on a random catalytic chain. Jour-nal of Statistical Physics, 112(3–4):541–586, August 2003. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1023871824455.
OCarroll:2001:ANE
[O’C01] Michael O’Carroll. Absence of negative energy spectrum for N -particle Hamiltonians. Journal of Statistical Physics, 105(3–4):711–717, November 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012288128231.
Ouared:2005:LBS
[OC05] Rafik Ouared and Bastien Chopard. Lattice Boltzmann sim-ulations of blood flow: Non–Newtonian rheology and clottingprocesses. Journal of Statistical Physics, 121(1–2):209–221, Oc-tober 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8415-x.
OConnell:2006:DTL
[O’C06] R. F. O’Connell. Does the Third Law of Thermodynamicshold in the quantum regime? Journal of Statistical Physics,124(1):15–23, July 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9151-6.
Owczarek:2001:SAA
[OEB01] A. L. Owczarek, J. W. Essam, and R. Brak. Scaling analysis forthe adsorption transition in a watermelon network of n directednon-intersecting walks. Journal of Statistical Physics, 102(3–4):997–1017, February 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1004819507352.
Orrick:2001:SSL
[ONGP01] W. P. Orrick, B. Nickel, A. J. Guttmann, and J. H. H. Perk.The susceptibility of the square lattice Ising model: New de-velopments. Journal of Statistical Physics, 102(3–4):795–841,
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Oono:2003:RT
[Oon03] Y. Oono. Renormalization and taxonomy. Journal of StatisticalPhysics, 110(3–6):1369–1374, March 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022117515284.
Onofrio:2004:UAF
[OP04] Roberto Onofrio and Carlo Presilla. Ultracold atomic Fermi–Bose mixtures in bichromatic optical dipole traps: A novel routeto study fermion superfluidity. Journal of Statistical Physics,115(1–2):57–89, April 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019829.71660.40.
Oppenheim:2001:BRB
[Opp01] Irwin Oppenheim. Book review: Statistical Physics Statics, Dy-namics, and Renormalization. Leo P. Kadanoff, World Scien-tific, Singapore, 2000. Journal of Statistical Physics, 105(5–6):943–944, December 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013513613752.
Oppenheim:2002:BRBa
[Opp02a] Irwin Oppenheim. Book review: Statistical Mechanics — ASurvival Guide. A. M. Glazer and J. S. Wark, Oxford UniversityPress, Oxford, 2001. Journal of Statistical Physics, 107(3–4):941, May 2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014502617751.
Oppenheim:2002:BRBb
[Opp02b] Irwin Oppenheim. Book review: Thermal Physics — Entropyand Free Energies. J. C. Lee, World Scientific, Singapore, 2002.Journal of Statistical Physics, 109(5–6):1121–1122, December2002. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1020484828928.
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Oppenheim:2003:BRBa
[Opp03a] Irwin Oppenheim. Book review: Methods of Statistical Physics.Tomoyasu Tanaka, Cambridge University Press, Cambridge,2002. Journal of Statistical Physics, 110(1–2):457–458, January2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1021095417834.
Oppenheim:2003:BRBb
[Opp03b] Irwin Oppenheim. Book review: Statistical Mechanics, F.Schwabl, Trans. W. Brewer, Springer, New York, 2002. Jour-nal of Statistical Physics, 112(5–6):1219–1220, September 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1024675811252.
Oppenheim:2004:BRBb
[Opp04a] Irwin Oppenheim. Book review: Entropy. A. Greven, G. Keller,and G. Warnecke (eds.), Princeton University Press, Princeton,2003. Journal of Statistical Physics, 115(5–6):1767–1768, June2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000028245.25527.45.
Oppenheim:2004:BRBd
[Opp04b] Irwin Oppenheim. Book review: Equilibrium and Non-equilibrium Statistical Thermodynamics. Journal of Statisti-cal Physics, 117(5–6):1071–1072, December 2004. CODENJSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-004-5717-3.
Oppenheim:2004:BRBa
[Opp04c] Irwin Oppenheim. Book review: Statistical Mechanics MadeSimple. Daniel C. Mattis, World Scientific Publishing Co., Singa-pore, 2003. Journal of Statistical Physics, 114(3–4):1179–1180,February 2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000012706.82083.6f.
Oppenheim:2004:BRBc
[Opp04d] Irwin Oppenheim. Book review: The Kinetic Theory of Gases:An Anthology of Classic Papers with Historical Commentary.
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Oppenheim:2005:BRP
[Opp05] Irwin Oppenheim. Book review: Phase transitions: A brief ac-count with modern applications. Journal of Statistical Physics,119(5–6):1419–1420, June 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-4406-1.
Oppenheim:2006:BET
[Opp06a] Irwin Oppenheim. Beyond equilibrium thermodynamics. Jour-nal of Statistical Physics, 122(2):371–372, January 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-8003-0.
Oppenheim:2006:BRB
[Opp06b] Irwin Oppenheim. Book review: Statistical Physics: Includ-ing Applications to Condensed Matter. Journal of StatisticalPhysics, 123(3):701–702, May 2006. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9093-z.
Oppenheim:2006:STF
[Opp06c] Irwin Oppenheim. Statistical thermodynamics: Fundamentalsand applications. Journal of Statistical Physics, 125(1):245–276,October 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9088-9.
Oppenheim:2007:BRB
[Opp07] Irwin Oppenheim. Book review: Nonequilibrium Statistical Me-chanics. Journal of Statistical Physics, 127(4):851–852, May2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-007-9314-0.
Oppenheim:2009:PCM
[Opp09] Irwin Oppenheim. P. Castiglione, M. Falcioni, A. Lesne, A.Vulpiani: Chaos and Coarse Graining in Statistical Mechanics.
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Ostrovsky:2004:LLM
[Ost04] Dmitry Ostrovsky. Limit lognormal multifractal as an exponen-tial functional. Journal of Statistical Physics, 116(5–6):1491–1520, September 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000041726.07161.46.
Ostrovsky:2007:FFK
[Ost07] Dmitry Ostrovsky. Functional Feynman–Kac equations for limitlognormal multifractals. Journal of Statistical Physics, 127(5):935–965, June 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9315-z.
Orlandini:2004:LFK
[OSv04] E. Orlandini, A. L. Stella, and C. vanderzande. Loose, flatknots in collapsed polymers. Journal of Statistical Physics, 115(1–2):681–700, April 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019820.70798.ed.
Olson:2003:DMC
[OT03] Eric Olson and Edriss S. Titi. Determining modes for contin-uous data assimilation in 2D turbulence. Journal of StatisticalPhysics, 113(5–6):799–840, December 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027312703252.
Oerding:2000:FIF
[OvWLH00] Klaus Oerding, Frederic van Wijland, Jean-Pierre Leroy, andHendrik Jan Hilhorst. Fluctuation-induced first-order transi-tion in a nonequilibrium steady state. Journal of StatisticalPhysics, 99(5–6):1365–1395, June 2000. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018697024371.
Provata:2000:SDC
[PA00] A. Provata and Y. Almirantis. Statistical dynamics of cluster-ing in the genome structure. Journal of Statistical Physics, 101
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Provata:2002:SDC
[PA02a] A. Provata and Y. Almirantis. Statistical dynamics of clusteringin the genome structure. Journal of Statistical Physics, 106(1–2):23–56, January 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013115911328.
Proville:2002:MPS
[PA02b] Laurent Proville and Serge Aubry. Many-polaron states in theHolstein–Hubbard model. Journal of Statistical Physics, 106(5–6):1185–1195, March 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014046105860.
Pajevic:2007:PAC
[Paj07] Sinisa Pajevic. Performance analysis of communications net-works and systems. Journal of Statistical Physics, 126(3):725–727, February 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9268-7.
Panja:2002:EPL
[Pan02] Debabrata Panja. An elementary proof of Lyapunov exponentpairing for hard-sphere systems at constant kinetic energy. Jour-nal of Statistical Physics, 109(3–4):705–727, November 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020418816362.
Panchenko:2008:ECO
[Pan08] Dmitry Panchenko. Exponential control of overlap in thereplica method for p-spin Sherrington–Kirkpatrick model. Jour-nal of Statistical Physics, 130(5):831–842, March 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9463-1.
Parisi:2008:MCR
[Par08] Giorgio Parisi. On the most compact regular lattices in largedimensions: A statistical mechanical approach. Journal of Sta-
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Patrick:2007:EWC
[Pat07a] A. E. Patrick. Euler walk on a Cayley tree. Journal of StatisticalPhysics, 127(3):629–653, May 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9281-5.
Patrick:2007:SMR
[Pat07b] A. E. Patrick. Spherical model in a random field. Journalof Statistical Physics, 128(5):1211–1235, September 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9353-6.
Perk:2009:NRC
[PAY09] Jacques H. H. Perk and Helen Au-Yang. New results for thecorrelation functions of the Ising model and the transverse Isingchain. Journal of Statistical Physics, 135(4):599–619, May 2009.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-009-9758-5.
Piaud:2005:ECL
[PBFC05] Benjamin Piaud, Stephane Blanco, Richard Fournier, andMichael J. Clifton. Energy-conserving lattice Boltzmann ther-mal model in two dimensions. Journal of Statistical Physics,121(1–2):119–131, October 2005. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-5256-6.
Phillips:2005:TDF
[PD05] James M. Phillips and J. G. Dash. Thermal disorder, fluctua-tions, growth and fragmentation of finite one-dimensional atomicchains. Journal of Statistical Physics, 120(3–4):721–735, Au-gust 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-5252-x.
Park:2006:SBF
[PD06] Jeong-Man Park and Michael W. Deem. Schwinger Boson for-mulation and solution of the Crow–Kimura and eigen models
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Pessoa:2009:ZPV
[PdKV09] Renato Pessoa, Maurice de Koning, and Silvio Antonio Vitiello.Zero-point vacancy concentration in a model quantum solid: Areversible-work approach. Journal of Statistical Physics, 134(4):769–780, February 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9702-8.
Palla:2007:CPC
[PDV07] Gergely Palla, Imre Derenyi, and Tamas Vicsek. The criticalpoint of k-clique percolation in the Erdos–Renyi graph. Jour-nal of Statistical Physics, 128(1–2):219–227, July 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9184-x.
Panja:2000:LTT
[PDvB00] D. Panja, J. R. Dorfman, and Henk van Beijeren. Long-time-taileffects on Lyapunov exponents of a random, two-dimensionalfield-driven Lorentz gas. Journal of Statistical Physics, 100(1–2):279–311, July 2000. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018604115227.
Penrose:2001:LTM
[Pen01] Mathew D. Penrose. Limit theorems for monolayer ballistic de-position in the continuum. Journal of Statistical Physics, 105(3–4):561–583, November 2001. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012275725505.
Penrose:2008:GRI
[Pen08] Mathew D. Penrose. Growth and roughness of the interfacefor ballistic deposition. Journal of Statistical Physics, 131(2):247–268, April 2008. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9507-1.
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Percus:2002:HII
[Per02] J. K. Percus. Homopolymers with intrachain interactions.Journal of Statistical Physics, 106(1–2):357–368, January 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1013188532709.
Peyre:2009:SIA
[Pey09] Remi Peyre. Some ideas about quantitative convergence of col-lision models to their mean field limit. Journal of StatisticalPhysics, 136(6):1105–1130, September 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9820-3.
Pauls:2007:BTM
[PF07] W. Pauls and U. Frisch. A Borel transform method for locatingsingularities of Taylor and Fourier series. Journal of StatisticalPhysics, 127(6):1095–1119, June 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9307-z.
Prellberg:2006:CAF
[PFK06] Thomas Prellberg, Jan Fiala, and Peter Kleban. Cluster approx-imation for the Farey fraction spin chain. Journal of StatisticalPhysics, 123(2):455–471, April 2006. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9034-x.
Prestipino:1999:SEL
[PG99] Santi Prestipino and Paolo V. Giaquinta. Statistical en-tropy of a lattice-gas model: Multiparticle correlation expan-sion. Journal of Statistical Physics, 96(1–2):135–167, July 1999.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1004520432275. See errata [PG00].
Prestipino:2000:ESE
[PG00] Santi Prestipino and Paolo V. Giaquinta. Errata: StatisticalEntropy of a Lattice-Gas Model: Multiparticle Correlation Ex-pansion. Journal of Statistical Physics, 98(1–2):507–509, Jan-uary 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018603728546. See [PG99].
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Prestipino:2003:CEE
[PG03] Santi Prestipino and Paolo V. Giaquinta. The concavity ofentropy and extremum principles in thermodynamics. Jour-nal of Statistical Physics, 111(1–2):479–493, April 2003. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1022233814184.
Pleimling:2001:CCL
[PH01] Michel Pleimling and Alfred Huller. Crossing the coexistenceline at constant magnetization. Journal of Statistical Physics,104(5–6):971–989, September 2001. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010445526237.
PhD:2007:LBM
[PhD07] Irina Ginzburg PhD. Lattice Boltzmann modeling with discon-tinuous collision components: Hydrodynamic and advection–diffusion equations. Journal of Statistical Physics, 126(1):157–206, January 2007. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9234-4.
Piasecki:2000:SAW
[Pia00] Jaroslaw Piasecki. Stochastic adiabatic wall. Journal of Statis-tical Physics, 101(1–2):703, October 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1026459422711.
Piasecki:2001:DVI
[Pia01] J. Piasecki. Drift velocity induced by collisions. Journalof Statistical Physics, 104(5–6):1145–1154, September 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010457828963.
Posazhennikova:2003:CBF
[PIRB03] A. I. Posazhennikova, J. O. Indekeu, D. Ross, and D. Bonn.Cross-over between first-order and critical wetting at the liquid–vapour interface of n-alkane/methanol mixtures: Tricritical wet-ting and critical prewetting. Journal of Statistical Physics, 110(3–6):611–658, March 2003. CODEN JSTPSB. ISSN 0022-4715
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Pivato:2003:MCA
[Piv03] Marcus Pivato. Multiplicative cellular automata on nilpotentgroups: Structure, entropy, and asymptotics. Journal of Statisti-cal Physics, 110(1–2):247–267, January 2003. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1021074813291.
Pruessner:2004:WCP
[PM04] Gunnar Pruessner and Nicholas R. Moloney. Winding clus-ters in percolation on the torus and the Mobius strip. Jour-nal of Statistical Physics, 115(3–4):839–853, May 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000022376.25660.7b.
Pulkkinen:2005:PTM
[PM05] Otto Pulkkinen and Juha Merikoski. Phase transitions onMarkovian bipartite graphs — an application of the zero-rangeprocess. Journal of Statistical Physics, 119(3–4):881–907, May2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1007/s10955-005-3011-7.
Povolotsky:2006:BAS
[PM06] A. M. Povolotsky and J. F. F. Mendes. Bethe ansatz solutionof discrete time stochastic processes with fully parallel update.Journal of Statistical Physics, 123(1):125–166, April 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9023-0.
Prodan:2003:KSE
[PN03] E. Prodan and P. Nordlander. On the Kohn–Sham equationswith periodic background potentials. Journal of StatisticalPhysics, 111(3–4):967–992, May 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022810601639.
Pavan:2007:NME
[PO07] V. Pavan and L. Oxarango. A new momentum equation for gasflow in porous media: The Klinkenberg effect seen through the
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kinetic theory. Journal of Statistical Physics, 126(2):355–389,January 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9110-2.
Podgornik:2001:BRBb
[Pod01a] Rudi Podgornik. Book review: An Introduction to Chaos inNonequilibrium Statistical Mechanics Cambridge. J. R. Dorf-man, Cambridge Lecture Notes in Physics 14, Cambridge Uni-versity 1999. Journal of Statistical Physics, 104(1–2):483–485,July 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010330332297.
Podgornik:2001:BRBa
[Pod01b] Rudi Podgornik. Book review: Quantum Phase Transitions. S.Sachdev, Cambridge University Press, 1999. Journal of Statisti-cal Physics, 103(5–6):1139–1141, June 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1010377426014.
Podgornik:2002:BRBa
[Pod02a] Rudi Podgornik. Book review: Fluctuations and Scaling inBiology. Tamas Vicsek. Oxford University Press, 2001, 246 p.Journal of Statistical Physics, 106(3–4):851–852, February 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1013730927298.
Podgornik:2002:BRBb
[Pod02b] Rudi Podgornik. Book review: Statistical Physics of SpinGlasses and Information Processing. Hidetoshi Nishimori, Ox-ford Science Publications, Oxford University Press, 2001. Jour-nal of Statistical Physics, 109(1–2):335–337, October 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020091132740.
Podgornik:2003:BRB
[Pod03] Rudi Podgornik. Book review: Phase Transition Dynam-ics. Akira Onuki, 714 pp., Cambridge University Press, 2002.Journal of Statistical Physics, 112(1–2):429–432, July 2003.
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Podgornik:2004:BRBb
[Pod04a] Rudi Podgornik. Book review: Polymer Physics. M. Ru-binshtein and R. H. Colby, Oxford University Press, 2003.Journal of Statistical Physics, 115(5–6):1757–1761, June 2004.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000028242.25527.8b.
Podgornik:2004:BRBa
[Pod04b] Rudi Podgornik. Book review: The Physics of Phase Tran-sitions. P. Papon, J. Leblond and P. H. E., Meijer, Springer–Verlag, New York, 2002. Journal of Statistical Physics, 115(3–4):1135–1137, May 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000022575.57136.89.
Podgornik:2005:BRB
[Pod05] Rudi Podgornik. Book review: Structured Fluids, Polymers,Colloids, Surfactants: Structured Fluids, Polymers, Colloids,Surfactants. Journal of Statistical Physics, 119(1–2):453–455,April 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-004-2102-1.
Podgornik:2006:SPP
[Pod06a] R. Podgornik. Statistical physics of polymers. Journal of Statis-tical Physics, 122(2):377–380, January 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8021-y.
Podgornik:2006:BRB
[Pod06b] Rudi Podgornik. Book review: Statistics of Linear Polymersin Disordered Media. Journal of Statistical Physics, 123(2):499–501, April 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9068-0.
Podgornik:2007:BLA
[Pod07a] Rudi Podgornik. Energy Landscapes: Applications to Clusters,Biomolecules and Glasses (Cambridge Molecular Science). Jour-
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nal of Statistical Physics, 126(2):423–427, January 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9264-y.
Podgornik:2007:CDG
[Pod07b] Rudi Podgornik. C. de Dominicis and I. Giardina: Random fieldsand spin glasses: a field theory approach. Journal of StatisticalPhysics, 129(1):191–192, October 2007. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9388-8.
Podgornik:2007:AVJ
[Pod07c] Rudi Podgornik. S. Albeverio, V. Jentsch, H. Kantz (eds.): Ex-treme events in nature and society. (The Frontiers Collection).Journal of Statistical Physics, 129(1):189–190, October 2007.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-007-9389-7.
Podgornik:2008:IHM
[Pod08] Rudi Podgornik. Igor herbut: A modern approach to criti-cal phenomena. Journal of Statistical Physics, 131(2):381–383,April 2008. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-008-9494-2.
Polewczak:2000:KTS
[Pol00] Jacek Polewczak. The kinetic theory of simple reacting spheres:I. Global existence result in a dilute-gas case. Journal of Statis-tical Physics, 100(1–2):327–362, July 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018608216136.
Pomeau:2005:FSP
[Pom05] Yves Pomeau. Friction on a spinning piece of matter. Journalof Statistical Physics, 121(5–6):1083–1095, December 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-005-5966-9.
Popov:2001:FRE
[Pop01] S. Yu. Popov. Frogs in random environment. Journal of Statisti-cal Physics, 102(1–2):191–201, January 2001. CODEN JSTPSB.
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Porra:2004:BRB
[Por04] Josep M. Porra. Book review: Why Stock Markets Crash:Critical Events in Complex Financial Systems. Didier Sor-nette, Princeton University Press, Princeton, 2003. Journalof Statistical Physics, 117(3–4):773–774, November 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-004-3456-0.
Porra:2006:MBM
[Por06] Josep M. Porra. The (mis)behavior of markets. Journal of Statis-tical Physics, 122(2):373–375, January 2006. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-8004-Z.
Patsahan:2001:DOP
[PP01] O. V. Patsahan and T. M. Patsahan. Determination of the or-der parameter in binary fluid mixtures. Journal of StatisticalPhysics, 105(1–2):285–307, October 2001. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012242312803.
Povolotsky:2003:AAP
[PPH03] A. M. Povolotsky, V. B. Priezzhev, and Chin-Kun Hu. Theasymmetric avalanche process. Journal of Statistical Physics,111(5–6):1149–1182, June 2003. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1023048115250.
Pini:2000:FIA
[PPR00] D. Pini, A. Parola, and L. Reatto. Fluctuations-inclusive ap-proach to phase transitions in binary mixtures. Journal of Sta-tistical Physics, 100(1–2):13–38, July 2000. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018657307050.
Piacquadio:2007:MSE
[PR07] M. Piacquadio and M. Rosen. Multifractal spectrum of an ex-perimental (video feedback) Farey tree. Journal of StatisticalPhysics, 127(4):783–804, May 2007. CODEN JSTPSB. ISSN
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Pretti:2003:NCT
[Pre03] Marco Pretti. A note on cactus trees: Variational vs. recur-sive approach. Journal of Statistical Physics, 111(3–4):993–1015,May 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1022862618478.
Pretti:2005:CKN
[Pre05] Marco Pretti. On the convergence of Kikuchi’s natural itera-tion method. Journal of Statistical Physics, 119(3–4):659–675,May 2005. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-4426-x.
Pretti:2007:AVA
[Pre07] M. Pretti. Alternative variational approach to cactus lattices.Journal of Statistical Physics, 127(6):1237–1253, June 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9324-y.
Priezzhev:2000:UCD
[Pri00] V. B. Priezzhev. The upper critical dimension of the Abeliansandpile model. Journal of Statistical Physics, 98(3–4):667–684,February 2000. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1018619323983.
Privman:2003:IDO
[Pri03] Vladimir Privman. Initial decoherence of open quantum sys-tems. Journal of Statistical Physics, 110(3–6):957–970, March2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/A%3A1022180407107.
Procacci:2007:APM
[Pro07] Aldo Procacci. Abstract polymer models with general pair in-teractions. Journal of Statistical Physics, 129(1):171–188, Oc-tober 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/
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Procacci:2009:EAA
[Pro09a] Aldo Procacci. Erratum and addendum: ‘Abstract Poly-mer Models with General Pair Interactions’. Journal ofStatistical Physics, 135(4):779–786, May 2009. CODENJSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URLhttp://link.springer.com/content/pdf/10.1007/s10955-009-9753-x.pdf. See [Pro07].
Proville:2009:DDE
[Pro09b] Laurent Proville. Depinning of a discrete elastic string froma random array of weak pinning points with finite dimensions.Journal of Statistical Physics, 137(4):717–727, November 2009.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1007/s10955-009-9860-8.
Pruisken:2001:DUT
[Pru01] A. M. M. Pruisken. At the dawn of a unifying theory.Journal of Statistical Physics, 103(3–4):569–573, May 2001.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1010341316149.
Penrose:2000:CCP
[PS00] Oliver Penrose and George Stell. Close to close packing. Jour-nal of Statistical Physics, 100(1–2):89–95, July 2000. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1018679309775.
Procacci:2001:DCU
[PS01] Aldo Procacci and Benedetto Scoppola. On decay of correlationsfor unbounded spin systems with arbitrary boundary condi-tions. Journal of Statistical Physics, 105(3–4):453–482, Novem-ber 2001. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1012267523688.
Patrascioiu:2002:PES
[PS02a] Adrian Patrascioiu and Erhard Seiler. Percolation and theexistence of a soft phase in the classical Heisenberg model.
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Journal of Statistical Physics, 106(3–4):811–826, February 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1013726826390.
Polewczak:2002:TCS
[PS02b] Jacek Polewczak and George Stell. Transport coefficients insome stochastic models of the revised Enskog equation. Jour-nal of Statistical Physics, 109(3–4):569–590, November 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020406413636.
Prahofer:2002:SIP
[PS02c] Michael Prahofer and Herbert Spohn. Scale invariance ofthe PNG droplet and the Airy process. Journal of Sta-tistical Physics, 108(5–6):1071–1106, September 2002. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1019791415147.
Popkov:2003:SED
[PS03a] Vladislav Popkov and Gunter M. Schutz. Shocks and ex-citation dynamics in a driven diffusive two-channel system.Journal of Statistical Physics, 112(3–4):523–540, August 2003.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1023819807616.
Pumir:2003:LPA
[PS03b] Alain Pumir and Boris I. Shraiman. Lagrangian particleapproach to large eddy simulations of hydrodynamic turbu-lence. Journal of Statistical Physics, 113(5–6):693–700, Decem-ber 2003. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1027300400526.
Prahofer:2004:ESF
[PS04a] Michael Prahofer and Herbert Spohn. Exact scaling func-tions for one-dimensional stationary KPZ growth. Journalof Statistical Physics, 115(1–2):255–279, April 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000019810.21828.fc.
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Procacci:2004:IGN
[PS04b] Aldo Procacci and Benedetto Scoppola. Infinite graphs witha nontrivial bond percolation threshold: Some sufficient condi-tions. Journal of Statistical Physics, 115(3–4):1113–1127, May2004. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613(electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000022369.76414.33.
Procacci:2006:AMP
[PS06] Aldo Procacci and Benedetto Scoppola. Analyticity and mixingproperties for random cluster model with q > 0 on Zd. Jour-nal of Statistical Physics, 123(6):1285–1310, June 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9117-8.
Pavliotis:2007:PEM
[PS07a] G. A. Pavliotis and A. M. Stuart. Parameter estimation formultiscale diffusions. Journal of Statistical Physics, 127(4):741–781, May 2007. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9300-6.
Peche:2007:WRM
[PS07b] Sandrine Peche and Alexander Soshnikov. Wigner random ma-trices with non-symmetrically distributed entries. Journal ofStatistical Physics, 129(5–6):857–884, December 2007. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-007-9340-y.
Pastur:2008:BUR
[PS08a] L. Pastur and M. Shcherbina. Bulk universality and relatedproperties of Hermitian matrix models. Journal of StatisticalPhysics, 130(2):205–250, January 2008. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-007-9434-6.
Pavlyukevich:2008:ODS
[PS08b] Ilya Pavlyukevich and Igor M. Sokolov. One-dimensional space-discrete transport subject to Levy perturbations. Journalof Statistical Physics, 133(1):205–215, October 2008. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).
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Prager:2006:DDP
[PSG06] T. Prager and L. Schimansky-Geier. Drift and diffusion in peri-odically driven renewal processes. Journal of Statistical Physics,123(2):391–413, April 2006. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-006-9029-7.
Pugh:2004:PDI
[PSW04] Charles Pugh, Michael Shub, and Amie Wilkinson. Par-tial differentiability of invariant splittings. Journal of Sta-tistical Physics, 114(3–4):891–921, February 2004. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000012511.80422.33.
Peppin:2009:ORP
[PSW09] S. S. L. Peppin, M. J. Spannuth, and J. S. Wettlaufer. On-sager reciprocity in premelting solids. Journal of StatisticalPhysics, 134(4):701–708, February 2009. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9699-z.
Pulvirenti:2004:API
[PT04] Ada Pulvirenti and Giuseppe Toscani. Asymptotic properties ofthe inelastic Kac model. Journal of Statistical Physics, 114(5–6):1453–1480, March 2004. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/B%3AJOSS.0000013964.98706.00.
Pareschi:2006:SSP
[PT06] Lorenzo Pareschi and Giuseppe Toscani. Self-similarity andpower-like tails in nonconservative kinetic models. Journalof Statistical Physics, 124(2–4):747–779, August 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9025-y.
Pakonski:2003:FLG
[PTZ03] Prot Pakonski, Gregor Tanner, and Karol Zyczkowski. Fami-lies of line-graphs and their quantization. Journal of Statisti-cal Physics, 111(5–6):1331–1352, June 2003. CODEN JSTPSB.
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Planes:2002:EFS
[PV02] Antoni Planes and Eduard Vives. Entropic formulation of sta-tistical mechanics. Journal of Statistical Physics, 106(3–4):827–850, February 2002. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1013778810460.
Pavlo:2002:PRU
[PVV02] Pavol Pavlo, George Vahala, and Linda Vahala. Preliminaryresults in the use of energy-dependent octagonal lattices forthermal lattice Boltzmann simulations. Journal of StatisticalPhysics, 107(1–2):499–519, April 2002. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014543611970.
Pule:2005:DTM
[PVZ05] Joseph V. Pule, Andre F. Verbeure, and Valentin A. Zagrebnov.A Dicke type model for equilibrium BEC superradiance. Jour-nal of Statistical Physics, 119(1–2):309–329, April 2005. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-004-2007-z.
Pagonabarraga:2002:BFD
[PWC02] Ignacio Pagonabarraga, Alexander J. Wagner, and M. E. Cates.Binary fluid demixing: The crossover region. Journal of Sta-tistical Physics, 107(1–2):39–52, April 2002. CODEN JSTPSB.ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014594101067.
Pechersky:2009:PPN
[PY09a] E. Pechersky and A. Yambartsev. Percolation properties ofthe non-ideal gas. Journal of Statistical Physics, 137(3):501–520, November 2009. CODEN JSTPSB. ISSN 0022-4715(print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9856-4.
Putz:2009:HSM
[PY09b] V. B. Putz and J. M. Yeomans. Hydrodynamic synchronisa-tion of model microswimmers. Journal of Statistical Physics,
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137(5–6):1001–1013, December 2009. CODEN JSTPSB. ISSN0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-009-9826-x.
Parisi:2006:HDB
[PZ06a] Giorgio Parisi and Francesco Zamponi. On the high density be-havior of Hamming codes with fixed minimum distance. Jour-nal of Statistical Physics, 123(6):1145–1167, June 2006. CO-DEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic).URL http://link.springer.com/article/10.1007/s10955-006-9142-7.
Pesin:2006:PTU
[PZ06b] Yakov Pesin and Ke Zhang. Phase transitions for uniformly ex-panding maps. Journal of Statistical Physics, 122(6):1095–1110,March 2006. CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (electronic). URL http://link.springer.com/article/10.1007/s10955-005-9005-7.
Qu:2002:NTS
[QAK02] X. Qu, M. Aldana, and Leo P. Kadanoff. Numerical and the-oretical studies of noise effects in the Kauffman model. Jour-nal of Statistical Physics, 109(5–6):967–986, December 2002.CODEN JSTPSB. ISSN 0022-4715 (print), 1572-9613 (elec-tronic). URL http://link.springer.com/article/10.1023/A%3A1020416308456.
Qi:2002:LMO
[QLAS02] Dewei Qi, Lishi Luo, Raja Aravamuthan, and William Strieder.Lateral migration and orientation of elliptical particles inPoiseuille flows. Journal of Statistical Physics, 107(1–2):101–120, April 2002. CODEN JSTPSB. ISSN 0022-4715 (print),1572-9613 (electronic). URL http://link.springer.com/article/10.1023/A%3A1014502402884.
Qian:2002:TGD
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