prepublications de l’institut elie cartan de 1987 `a 2012...

PREPUBLICATIONS

DE L’INSTITUT

ELIE CARTAN

de 1987 a 2012

CLASSEES

PAR NOMS D’AUTEUR

Table des matieres

1 -A- 4

2 -B- 7

3 -C- 17

4 -D- 24

5 -E- 27

6 -F- 29

7 -G- 32

8 -H- 35

9 -I-J- 40

10 -K- 42

11 -L- 45

12 -M- 50

13 -N- 55

14 -O- 58

15 -P-Q- 59

16 -R- 62

17 -S- 69

2

18 -T- 79

19 -U- 83

20 -V- 85

21 -W- 90

22 -Y- 92

23 -Z- 94

3

Sous chaque nom d’auteur figure la liste des titres desprepublications parues sous son nom seul ou en colla-boration avec d’autres personnes.

Le nombre de cinq chiffres figurant entre crochetsapres chaque titre, permet de retrouver la prepublication.

Par exemple :

[93013]

indique que la prepublication est la treizieme de l’annee1993.

[01010]

indique que la prepublication est la dixieme de l’annee2001.

Les prepublications de l’Institut Elie Cartan se trouvent :– sous forme reliee en un ou plusieurs volumes parannees et rangees dans les collections sous la coteM/A14

– sous forme individuelle rangees par annees sous lacote NANCY

4

1 -A-

ACKERMANN, C.– Processus associes a l’equation de diffusion rapide [01061]– Independance de la position et du temps pour une marche aleatoire [02021]

ADAMS, D. R.– Capacitary strong type estimates in semilinear problems [90018]

AKKOUCHI, M.– Une caracteristique du noyau de Poisson d’un arbre homogene [88006]

ALAA, N. E.– Weak solutions of some quasilinear elliptic equations with data measures [92007]– Caracterisation de la valeur critique d’un probleme aux limites non lineaires avecdonnees mesurees [97048]

– Weak solutions for some reaction-diffusion systems with mass control and criticalgrowth with respect to the gradient [00009]

– Theoretical and numerical analysis of a class of nonlinear elliptic equations [04030]– Mathematical and numerical analysis of a class of non-linear elliptic equations inthe two dimensional case [05050]

– Numerical analysis of a model for Nickel-Iron alloy electrodeposition on rotatingdisk electrode [06045]

ALEKSEEVSKY, D. V.– A twistor construction of (minimal) Kahler submanifolds of a quaternionic Kahlermanifold [01033]

– Polyvector super-Poincare algebras [03048]– Classification of pseudo-Riemannian symmetric spaces of quaternionic Kahler type[04011]

– The twistor spaces of a para-quaternionic Kahler manifold [05055]

ALILI, S.– Homogeneization or slow diffusion for random walks with random reflecting barriers[93027]

ALLOUCHE, J.-P.– Entropy : an inequality [87002]

ALONSO, L.– The average complexity of a coin-weighing problem [95016]– The chip problem [98025]– On the tree inclusion problem [01024]

5

ALVES, C.– Solving inverse source problems using observability. Applications to the Euler-Bernoulliplate equation [08026]

AMMANN, B.– Positive mass theorem for the Yamabe problem on spin manifolds [03014]– On a nonlinear Dirac equation of Yamabe type [03039]– Mass endomorphism and spinorial Yamabe type problems on conformally flat ma-nifolds [03058]

– The first conformal Dirac eigenvalue on 2-dimensional tori [04060]– The second Yamabe invariant [05008]– An obstruction for the mean curvature of a conformal immersion Sn → Rn+1

[05030]– Surgery and harmonic spinors [06025]– The spinorial τ−invariant and 0−dimensional surgery [06028]– Weighted Sobolev spaces and regularity for polyhedral domains [06031]– The supremum of first eigenvalues of conformally covariant operators in a conformalclass [07033]

– Surgery and the spinorial τ−invariant [07036]– Smooth Yamabe invariant and surgery [08020]

AMMARI, K.– Stabilization of Bernoulli-Euler beams by means of a pointwise feedback force [98043]– Decay rates for a beam with pointwise force and moment feedback [00045]– Stabilization of second order evolution equations by a class of unbounded feedbacks[00046]

– Dirichlet boundary stabilization of the wave equation [00051]

AMROUCHE, C.– Shape sensitivity analysis of the Dirichlet laplacian in the half-space [04036]

ANDERSEN, N. B.– Invariant fundamental solutions and solvability for symmetric spaces of typeGC/GRwith only one conjugacy class of Cartan subspaces [97017]

– Invariant fundamental solutions and solvability for GL(n,C)/U(p, q) [97023]– An application of shift operators to ordered symmetric spaces [00049]

ANKER, J.-P.– Spherical analysis on harmonic an groups [94033]– Heat kernel and Green function estimates on noncompact symmetric spaces [98013]– The infinite Brownian loop on a symmetric spaces [00012]

6

ASLLANAJ, F.– A finite difference solution of nonlinear systems of radiative-conductive heat transferequations [00036]

– Numerical solution of radiative transfer equation coupled with nonlinear heat conduc-tion equation [00043]

– Existence and uniqueness of a steady state solution of a coupled radiative-conductiveheat transfer problem for a non-grey anisotropically and participating medium[01041]

– Convergence of a numerical scheme for a nonlinear coupled system of radiative-conductive heat transfer equations [02043]

ASSOUS, F.– The singular complement method [01003]– Resolution of axisymmetric Maxwell equations [01050]

ATANASIU, D.– Sur le probleme des moments pour les compacts semi-algebriques de Rp [92011]

AUBRY, E.– Hypersurfaces with small extrinsic radius or large λ1 in Euclidean spaces [10023]

AVDONIN, S.– Simultaneous controllability in sharp time for two elastic strings [00004]

7

2 -B-

BABENKO, I. K.– Systolic freedom of orientable manifolds [97031]– Volumes, middle-dimensional systoles, and Whitehead products [97032]

BABENKO, Y.– Systolic softness of orientable manifolds [96034]

BACK-VALENTE, V.– Formes presque deployees d’algebres de Kac-Moody : Classification et racines rela-tives [92020]

BAILLET, S.– Convergence results for a semilinear problem and for a Stokes problem in a periodicgeometry [06041]

BALDI, P.– Some exact equivalents for the Brownian motion in Holder norm I [91003]– Some exact equivalents for the Brownian motion in Holder norm II [91004]– Large deviations and Strassen theorem in Holder norm [91010]

BALOG, A.– On arithmetic functions involving consecutive divisors [89018]

BANDLE, C.– Comparison theorems for stochastic differential inequalities and an application toreaction-diffusion equations with random sources [92029]

BARDY-PANSE, N.– Formes presque deployeee d’algebres de Kac-Moody : Classification et racines rela-tives [92020]

– Definition abstraite d’un systeme de racines dans le cas symetrisable [01040]

BARLET, D.– Asymptotic expansions of complex integrals Mellin transform [87001]– Around the intersection form of an isolated singularity of hypersurface [87003]– Filtration de Hodge asymptotique et poles de

∫

|f |2λ [88007]– Interaction de strates consecutives pour les cycles evanescents [88013]– Une remarque sur le morphisme Douady → Cycles [90007]– La forme hermitienne canonique pour une singularite presque isolee [90010]

8

– Theorie des (a,b)-modules I [91012]– Theorie des (a,b)-modules II [91027]– Un critere topologique d’existence de poles pour le prolongement meromorphe de∫

Afλ [93003]

– Convexite holomorphe intermediaire [93004]– La conjecture de R. Hartshorne pour les hypersurfaces lisses de Pn [93013]– Asymptotique des integrales-fibres [93017]– Theorie des (a,b)-modules II. Extensions [95009]– Decroissance rapide de la distribution fλ [96033]– How to use cycle space in complex geometry [96042]– Integration de classes de cohomologie meromorphes et diviseurs d’incidence [97024]– Transfert de l’amplitude du fibre normal au diviseur d’incidence [97050]– Multiple poles at negative integers for

∫

Afλ

in the case of an almost isolatedsingularity [98027]

– Poles du prolongement analytique de∫

fλ. [98041]– Poles of the current |f |2λ over an isolated singularity [99009]– Un critere d’existence de bloc de Jordan pour un (a, b)−module [00010]– Non-trivial simple poles at negative integers and mass concentration at singularity[00022]

– Convexity properties for cycle spaces [00039]– Distribution

∫

Af s and real asymptotic spectrum [01009]

– Non-trivial simple poles at negative integers and mass concentration at singularity(second version) [01029]

– Real canonical cycle and asymptotics of oscillating integrals [01035]– Tangling of consecutive strata for vanishing cycles II [01036]– Convexity with respect to line bundles and q−convexity [01055]– Incidence divisor [02014]– Singularites reelles isolees et developpements asymptotiques d’integrales oscillantes[02042]

– Interaction de strates consecutives II [02050]– Integration of meromorphic cohomology classes and applications [03037]– Sur certaines singularites non isolees d’hypersurfaces I. [04003]– Module de Brieskorn et forme hermitienne canonique pour une singularite isoleed’hypersurface [04022]

– Interaction de strates consecutives pour les cycles evanescents III : La cas de lavaleur propre 1 [04038]

– Brieskorn modules and Gauss-Manin systems for non isolated hypersurface singula-rities [04054]

– Module de Brieskorn et formes hermitiennes pour une singularite isolee d’hypersur-face (3eme version) [05006]

– Quelques resultats sur certaines fonctions a lieu singulier de dimension 1. (survey)[05007]

– Sur certaines singularites non isolees d’hypersurfaces [05042]– On the Brieskorn (a, b)−module of an isolated hypersurface singularity [05048]– Interaction de strates consecutives pour les cycles evanescents III : La cas de la

9

valeur propre 1 (nouvelle version) [06004]– Sur certaines singularites non isolees d’hypersurfaces I [06005]– Reparametrisation universelle de familles f−analytiques de cycles et theoreme def−aplatissement geometrique [06010]

– Sur certaines singularites non isolees d’hypersurfaces II (2eme version) [06034]– Sur les germes de fonctions holomorphes a lieu singulier de dimension 1 : le casgeneral [07001]

– Finite determination of regular (a, b)−modules [07015]– Sur les fonctions a singularite de dimension 1 [07028]– Two finiteness theorem for (a, b)−modules [08005]– Sur les fonctions a singularite de dimension 1 (version revisee) [08042]– Thom-Sebastiani pour les integrales-fibres [08043]– Periodes evanescentes et (a, b)-modules monogenes [09001]– Obliques poles of

∫

X|f |2λ|g|2µ [09003]

– Le theme d’une periode evanescente [09033]– Changement de variable pour un theme [10009]– Quasi-proper meromorphic equivalence relations [10013]– Grauert’s theorem for subanalytic open sets in real analytic manifolds [10031]– Construction of holomorphic parameters invariant by change of variable in theGauss-Manin connection of a holomorphic map to a disc [11001]

– Asymptotics of a vanishing period : the quotient themes of a given fresco [11002]– Asymptotics of a vanishing period : general existence theorem and basic propertiesof frescos [12001]

– Construction of quasi-invariant holomorphic parameters for the Gauss-Manin connec-tion of a holomorphic map to a curve (second version) [12007]

BARTHE, F.– Isoperimetry and stability of hyperplanes for product probability measures [11010]

BAUES, O.– Aspherical Kahler manifolds with solvable fundamental group [06006]

BECKMANN, R.– Singular conformally invariant trilinear forms and generalized Rankin Cohen ope-rators [11016]

BEDNARCZUK, E.– Tangent sets in some functional spaces [98033]

BELGRADE, R.– Un exemple de conjugaison d’un D-module holonome [93029]– Sur la conjugaison de Kashiwara pour une classe de connexions meromorphes irregulieres[94012]

– Dualite et spectre du reseau de Brieskorn [99010]

10

– Polynome de Bernstein d’une fonction sur une intersection complete et reseau deBrieskorn [03013]

BELHACEMI, Z.– Mixed finite element methods for smooth domain formulation of crack problems[03024]

BELLOUT, H.– Finite-time singularity versus global regularity for hyperviscous Hamilton-Jacobi-like equations [02039]

BEN-ARTZI, M.– Sharp decay estimates and vanishing viscosity for diffusive Hamilton-Jacobi equa-tions [08052]

BENACHOUR, S.– Solutions fondamentales de Ut −

1

2UXX = |UX | [94009]

– Asymptotic estimates of solutions of ut−1

2∆u = −|∇u| in R+ ×Rd, d ≥ 2 [94017]

– Processus associe a l’equation des milieux poreux [95014]– Nonlinear self-stabilizing processes I. Existence, propagation of chaos, invariant pro-bability [96016]

– Nonlinear self-stabilizing processes II. Convergence to the invariant probability [96017]– Explicit solutions of some fourth order partial differential equations via iteratedBrownian motion [96043]

– Global solutions to viscous Hamilton-Jacobi equations with irregular initial data[98014]

– Branching process associated with 2s−Navier Stokes equation [98030]– Analyticite des solutions du systeme d’equations de Vlasov-Maxwell, en dimensionn = 1 [99031]

– Extinction and decay estimates for viscous Hamilton-Jacobi equations inRN [00016]– Extinction and non-extinction for viscous Hamilton-Jacobi equations inRN [01007]– Global existence for the Vlasov-Darwin system in R

3 for small initial data [01048]– Problemes aux limites pour des equations de Hamilton-Jacobi avec viscosite (I.Condition de Dirichlet) [02030]

– Finite-time singularity versus global regularity for hyperviscous Hamilton-Jacobi-like equations [02039]

– Very singular solutions to a nonlinear parabolic equation with absorption. II - Uni-queness [02049]

– Long time behaviour for a viscous Hamilton-Jacobi equation with Dirichlet boun-dary conditions [06011]

– Sharp decay estimates and vanishing viscosity for diffusive Hamilton-Jacobi equa-tions [08052]

– Global classical solutions for reaction-diffusion systems with nonlinearities of expo-nential growth [09025]

11

– Global existence for a strongly coupled reaction-diffusion systems with nonlinearitiesof exponential growth [10002]

BENAIM, M.– Convergence of the one-dimensional Kohonen algorithm [97008]

BEN AROUS, G.– Large deviations and Strassen theorem in Holder norm [91010]

BENDIKOV, A.– Regularized Euler-Poincare number of the infinite dimensional torus [98044]

BEN GHORBAL, A.– On the algebraic foundations of non-commutative probability theory [99017]

BEN MESSAOUD, H.– Formes presque deployees d’algebres de Kac-Moody : Classification et racines rela-tives [92020]

– Classification des formes reelles presque compactes des algebres de Kac Moody af-fines [00031]

– Sous-algebres de Cartan des algebres de Kac-Moody affines reelles presque com-pactes [04056]

– Sous-algebres de Cartan des algebres de Kac-Moody reelles presque deployees [05003]– Almost split real forms for hyperbolic Kac-Moody Lie algebras [06012]

BENMIMOUN, M.– On the long-time behavior of solutions to a class of nonlinear degenerate parabolicequations [96025]

– On the asymptotic behavior of solutions to a class of degenerate parabolic problemsof Neumann type [99015]

BERARD-BERGERY, B.– Approximation via regularization of the local time of semimartingales and Brownianmotion [07024]

– Convergence at first and second order of some approximations of stochastic integrals[08029]

BERARD-BERGERY, L.– On the holonomy of Lorenztian manifolds [90022]– On intersystolic inequalities in dimension 3 [94007]– Sur l’holonomie des varietes pseudo riemanniennes de signature (n,n) [96013]– On the pseudo-Riemannian manifolds whose Ricci tensor is parallel [98034]– A generalization of Frenet’s frame for non-degenerate quadratic forms with anyindex [01018]

12

BERGE, B.– Lyapunov exponents and stability for nonlinear SPDE’s driven by finite dimensionalWiener processes of arbitrary covariance [99011]

– On the behavior of solutions to certain parabolic SPDE’s driven by Wiener processes[00013]

BERNFELD, S. R.– Asymptotic behavior of solutions of limiting differential equations [95033]– Homogeneisation spatiale et equivalence asymptotique pour une classe d’equationsparaboliques semilineaires non autonomes [95035]

– Large-time asymptotic equivalence for a class of non-autonomous semilinear para-bolic equations [95037]

BERNIER, C.– Existence of attractor for the quasi-geostrophic approximation of the Navier-Stokesequations and estimate of its dimension [92016]

– The finiteness of determining degrees of freedom for the quasi-geostrophic multi-layer ocean model [96044]

BERNIER-KAZANTSEV, C. Voir BERNIER, C.

BERTOIN, J.– Some connections betwen (sub)critical branching mechanisms and Bernstein func-tions [04058]

– On a particular class of self-decomposable random variables : the durations of Besselexcursions straddling independent exponential times [06039]

BERTRAM, W.– Characterization of the Kantor-Koecher-Tits algebra by a generalized Ahlfors ope-rator [00021]

– Generalized projective geometries.Part I : from linear algebra via affine algebra to projective algebra [00052]

– Generalized projective geometries.Part II : general theory and equivalence with Jordan structures [00053]

– The geometry of null systems, Jordan algebras and von Staudt’s theorem [01059]– Complex and quaternionic structures on symmetric spaces-correspondence withFreudenthal-Kantor triple systems [01064]

– Differential calculus, manifolds and Lie groups over arbitrary infinite fields [03008]– Projective completions of Jordan pairsPart I : The generalized projective geometry of a Lie algebra [03021]

– Differential geometry over general base fields and rings.Part I : First and second order geometry [03047]

– Projective completions of Jordan pairsPart II : Manifold structures and symmetric spaces [04002]

13

– Differential geometry over general base fields and rings.Part II : Higher order geometry [04039]

– Differential geometry over general base fields and rings.Part III : Lie theory [04040]

– Differential geometry over general base fields and rings.Part IV : Geometric multilinear algebra [04041]

– Differential geometry over general base fields and rings.Part V : The exponential jet [05002]

– Inner ideals and intrinsec subspaces [06019]– Homotopes and conformal deformations of symmetric spaces [06023]– Jordan structures and non-associative geometry [07025]– Symmetric bundles and representations of Lie triple systems [07034]– Difference problems and differential problems [07039]– Is there a Jordan geometry underlying quantum physics ? [08006]– On the Hermitian projective line as a home for the geometry of quantum theory[08037]

– Associative geometries. I : grouds, linear relations ans Grassmannians [09013]– Associative geometries. II : involutions, the classical grouds and their homotopes[09030]

– Simplicial differential calculus, divided differences, and construction of Weil functors[10024]

– Homotopes of symmetric spaces I. Construction by algebras with two involutions[10029]

– Homotopes of symmetric spaces II. Structure variety and classification [10030]– A general construction of Weil functors [11023]– The projective geometry of a group [12004]– Torsors and ternary Moufang loops arising in projective geometry [12011]

BEZERRA, S.– On the multiple overlap function of the SK model [05001]– Some scaling limits for a Brownian polymer in a Gaussian medium [06016]

BHOWMIK, G.– Evaluation of divisor functions of matrices [94031]– On the asymptotic behaviour of the number of subgroups of finite Abelian groups[96009]

BIANCHINI, C.– A Bernoulli problem with non constant gradient boundary constraint [11008]– Optimal sets for a class of minimization problems with convex constraints [11009]– Isoperimetry and stability of hyperplanes for product probability measures [11010]

14

BIELIAVSKY, P.– Homotopes of symmetric spaces I. Construction by algebras with two involutions[10029]

– Homotopes of symmetric spaces II. Structure variety and classification [10030]

BLASZCZYSZYN, B.– Approximate decomposition of some modulated-Poisson Voronoi tessellations [02042]– Approximations of functionals of some modulated-Poisson Voronoi tessellations withappications to modeling of communication networks [04055]

BLIND, B.– Analyse de Fourier sur une algebre de Jordan [92013]– Distributions homogenes sur une algebre de Jordan [94023]– Distributions vectorielles homogenes sur une algebre de Jordan [02029]– La theorie des invariants des formes quadratiques ternaires revisitee [08025]– Algebres de Jordan et theorie des invariants [09027]

BLOCH, G.– Bounded state reconstruction error for LPV systems with estimated parameters[03049]

– Chaos synchronization for a class of discrete dynamical systems on theN−dimensionaltorus [04023]

BOGSO, A.-M.– Some examples of peacocks in a Markovian set-up [10011]– Peacocks obtained by normalisation and strong peacocks [11015]

BOHNKE, G.– Treillis d’ondelettes associes aux groupes de Lorentz [89001]

BONAFEDE, S.– Triangular reaction-diffusion systems with integrable initial data [96020]

BORDONI, M.– Eigenvalues of the kahlerian Dirac operator [98039]

BOSTAN, M.– Finite speed propagation of the solutions for the relativistic Vlasov-Maxwell system[07002]

– Homogenization of the 1D Vlasov-Maxwell equations [07003]– The Vlasov-Maxwell system with strong initial magnetic field. Part I : Guiding-center approximation [07018]

– The Vlasov-Maxwell system with strong initial magnetic field. Part II : Finite Lar-mor radius regime [07019]

15

BOTTCHER, A.– Asymptotic pseudomodes of Toeplitz matrices [07038]– The first order asymtotics of the extreme eigenvectors of certain Hermitian Toeplitzmatrices [08044]

BOUAMAINE, A.– Approximation stochastique de vecteurs et valeurs propres [99018]

BOUBEL, C.– On the pseudo-Riemannian manifolds whose Ricci tensor is parallel [98034]

BOUFOUSSI, B.– Un theoreme de regularite pour le temps local du mouvement brownien [92018]

– Le temps local brownien appartient p.s. a l’espace de Besov B1/2p,∞ [93006]

– A Kolmogorov criterion and an invariance principle in Besov spaces [93024]– Regularite du temps local brownien dans les espaces de Besov-Orlicz [95013]– On the local time of multiparameter symmetric stable processes. Regularity andlimit theorem in Besov spaces [02033]

– A Kolmogorov and tightness criterion in modular Besov spaces and an applicationto a class of Gaussian processes [04026]

– On the local time of multifractional Brownian motion [06003]

BOUGEROL, P.– Stationarity of GARCH processes and some non-negative time series [90005]– Strict stationarity of generalized autoregressive processes [90006]– Filtre de Kalman Bucy et exposant de Lyapounov [90009]– Kalman filtering with random coefficients and contractions [91001]– The infinite Brownian loop on a symmetric spaces [00012]

BOURDON, M.– Structure conforme au bord et flot geodesique d’un CAT(-1)-espace [93031]– Au bord de certains polyedres hyperboliques [94014]– Sur le birapport au bord des CAT(-1)-espaces [94026]– Immeubles hyperboliques, dimension conforme et rigidite de Mostow [96008]– Sur les immeubles fuchsiens et leur type de quasi-isometrie [98004]

BOUSSEJRA, A.– Characterization of Poisson integrals on non-tube bounded symmetric domains[06018]

BRANSON, T.– Improved forms of some vanishing theorems in Riemannian spin geometry [98023]– Bochner-Weitzenbock formulas associated with the Rarita-Schwinger operator [01046]

16

BRANTON, M.– Nombres de racines d’un polynome entier modulo q [95030]

BREVILLET, T.– Bernoulli moments of spectral numbers and Hodge numbers [04021]

BROCK, F.– A symmetry result for an overdetermined elliptic problem using continuous rearran-gement and domain derivative [01005]

BRZEZNIAK, Z.– Horizontal lift of an infinite dimensional diffusion [97041]

BUBNER, N.– Optimal boundary control problems for shape memory alloys under state constraintsfor stress and temperature [96041]

– Weak solutions to two joined nonlinear systems [99024]

BUCUR, D.– Continuity of the elasticity system solutions with respect to the geometrical domainvariations [00002]

– Minimization of λ2(Ω) with a perimeter constraint [08001]

17

3 -C-

CAILLIEZ, J.– Series complementaires associees a certains espaces prehomogenes [93030]

CALKA, P.– Stochastic modelling of a unidirectional multicracking phenomenon [02037]

CAMPANA, F.– Un critere analytique de simple-connexite [89007]– Geometric algebraicity of moduli spaces of compact Kahler symplectic manifolds[89008]

– Projectivity criteria for the elementary transform of a projective threefold [89009]– Compactifications kahleriennes de voisinages ouverts de cycles geometriquementpositifs [89010]

– Twistor spaces and non-hyperbolicity of certain symplectic Kahler manifolds [90023]– Une version geometrique generalisee du theoreme du produit de Nadel [91002]– Un theoreme de finitude pour les varietes de Fano suffisamment unireglees [91016]– Connexite rationnelle des varietes de Fano [91017]– Rigidity theorems for primitive Fano 3-folds [91020]– The class C is not stable by small deformations II [92025]– Remarques sur le revetement universel des varietes kahleriennes compactes [93005]– Fundamental group and positivity of cotangent bundles of compact Kahler manifolds[93012]

– Remarques sur les groupes de Kahler nilpotents [93016]– Negativity of compact curves in infinite covers of projective surfaces [97014]– Connexite abelienne des varietes kahleriennes compactes [97025]– Negativity of compact curves in infinite covers of projective surfaces [97026]– Cohomologie L2 sur les revetements d’une variete complexe compacte [00005]– Ensembles de Green-Lazarsfeld et quotients resolubles des groupes de Kahler [00006]– Complex contact Fano manifolds [00007]– Special varieties and classification theory [01043]– Special varieties and classification theory [02038]– A brody theorem for orbifolds [06020]– Orbifoldes geometriques speciales et classification bimeromorphe des varietes kahleriennescompactes [09005]

– Quotients resolubles ou nilpotents des groupes de Kahler orbifoldes [09009]

CANELAS, A.– An inverse problem of electromagnetic shaping of liquid metals [08032]

18

CARDONE, G.– Asymptotics of solutions of the Neumann problem in a domain with closely posedcomponents of the boundary [08004]

– Topological derivatives in piezoelectricity [08035]

CARDOT, H.– Fast clustering of large datasets with sequential k-medians : a stochastic gradientapproach [11005]

CARVALHO BEZERRA, S. de– A central limit theorem for a localized version of the SK model [06043]

CASAS, E.– Approximation of boundary control problems on curved domains. I - The Neumanncase [09022]

– Approximation of boundary control problems on curved domains. II - The Dirichletcase [09023]

CENAC, P.– Fast clustering of large datasets with sequential k-medians : a stochastic gradientapproach [11005]

CERRI, J.-P.– Inhomogeneous and Euclidean spectra of number fields with unit rank greater than 1[04024]

– Euclidean minima of totally real number fields. Algorithmic determination [04025]

CHAMBRION, T.– Tracking control for an ellipsoidal submarine driven by Kirchoff’s laws [06035]– Generic controllability of 3D swimmers in a perfect fluid [11012]

CHAMPAGNAT, N.– Splitting trees with neutral Poissonian mutations II : Largest and oldest families[11020]

– On Dirichlet eigenvectors for neutral two-dimensional Markov chains [12006]

CHAPELON, A.– Controlabilite en boucle fermee pour une classe d’equations non lineaires [01011]

CHARUEL, X.– A generalization of Frenet’s frame for non-degenerate quadratic forms with anyindex [01018]

– The generalized Frenet’s frame and its relation with flag manifolds [03057]

19

CHASSAING, P.– Optimality of move-to-front for self-organizing data structures with locality of refe-rences [93009]

– A Kolmogorov criterion and an invariance principle in Besov spaces [93024]– Homogeneization or slow diffusion for random walks with random reflecting barriers[93027]

– Slow diffusion for a Brownian motion with random reflecting barriers [95001]– Processus associe a l’equation des milieux poreux [95014]– Determining the majority : The biased case [95015]– The average complexity of a coin-weighing problem [95016]– The value of the Odlyzko’s constant [96039]– How many probes are needed to compute the maximum of a random walk ? [97039]– The chip problem [98025]– A stochastically quasi-optimal algorithm [99003]– Parking functions, empirical processes, and the width of rooted labeled trees [99022]– Phase transition for parking blocks, Brownian excursion and coalescence [99034]– A Vernaat-like path transformation for the reflected Brownian bridge conditionedon its local time at 0 [99039]

CHATELAIN, T.– Some results about Schiffer’s conjectures [99005]

CHAUMONT, S.– A strong comparison result for viscosity solutions to Hamilton-Jacobi-Bellman equa-tions with Dirichlet condition on a non-smooth boundary [04004]

CHEGGOUR, A.– Mathematical and numerical analysis of a class of non-linear elliptic equations inthe two dimensional case [05050]


CHENAL, J.– Generalized flag geometries associated with (2k + 1)−graded Lie algebras [10018]

CHERKAOUI, M.– Estimation optimale du taux de decroissance de l’energie pour une equation desondes avec controle frontiere [94013]

– Optimal decay rate of energy for a wave equation with boundary feedback [01026]– Points d’equilibre pour une equation des ondes avec controle frontiere contenant unterme integral [01030]

– Existence et comportement asymptotique pour une equation des poutres non dissi-pative par la methode des sous-espaces invariants [02031]

20

CHUESHOV, I. D.– On the large-time dynamics of a class of random parabolic equations [95034]– Long-time behavior of solutions to a class of quasilinear parabolic equations withrandom coefficients [95036]

– On the large-time dynamics of a class of parabolic equations subjected to homoge-neous white noise : Stratonovitch’s case [96007]

– The finiteness of determining degrees of freedom for the quasi-geostrophic multi-layer ocean model [96044]

– Long-time behavior of solutions to a class of stochastic parabolic equations withhomogeneous white noise : Stratonovitch’s case [97012]

– On the large-time dynamics of a class of parabolic equations subjected to homoge-neous withe noise : Ito’s case [98005]

– Long-time behavior of solutions to a class of stochastic parabolic equations withhomogeneous white noise : Ito’s cas [98019]

– Lyapunov exponents and stability for nonlinear SPDE’s driven by finite dimensionalWiener processes of arbitrary covariance [99011]

– Analyticity of global attractors and determining nodes for a class of damped nonli-near wave equations [99027]


– A Wong-Zakaı approximation theorem and a comparison principle for some systemsof parabolic SPDE’s [00025]

– Non random invariant sets for some systems of parabolic stochastic partial differen-tial equations [03042]

CIARLET Jr, P.– The singular complement method [01003]– Resolution of axisymmetric Maxwell equations [01050]– The Fourier singular complement method for the Poisson problem.Part II : axisymmetric domains [04018]

– Numerical analysis of the generalized Maxwell equations (with an elliptic correction)for charged particle simulations [08030]

– Numerical solution of Maxwell’s equations in axisymmetric domains with the Fouriersingular complement method [09011]

CIESIELSKI, Z.– Quelques espaces fonctionnels associes a des processus gaussiens [92028]

CLERC, J.-L.– Fonctions K de Bessel pour les algebres de Jordan [88008]– Representations d’une algebre de Jordan, polynomes invariants et harmoniques deStiefel [90004]

– Equivariant holomorphice map into the Siegel disc and the metaplectic representa-tion [91028]

– Reproducing kernels for some highest weight modules of U(n, n) [93026]

21

– A generalized Hecke identity [98024]– Distribution vectors for a highest weight representation [98040]– Zeta distributions associated to a representation of a Jordan algebra [99032]– Kelvin transform and multi-harmonic polynomials [99033]– Determinantally homogeneous polynomials on representations of Euclidean Jordanalgebras [00027]

– The Maslov index revisited [00038]– A triple ratio on the unitary Stiefel manifold [01012]– Special prehomogeneous vector spaces associated to F4, E6, E7, E8 and simple Jor-dan algebras of rank 3 [01062]

– The Gromov norm of the Kaehler class and the Maslov index [02026]– The Maslov index on the Shilov boundary of a classical domain [03003]– L’indice de Maslov generalise [030031]– Primitive du cocycle de Maslov generalise [04009]– An invariant for triples in the Shilov boundary of a bounded symmetric domain[04032]

– Orbits of triples in the Shilov boundary of a bounded symmetric domain [05044]– Geometry of the Shilov boudary of a bounded symmetric domain [08053]– Conformally invariant trilinear forms on the sphere [10001]– Singular conformally invariant trilinear forms and covariant differential operatorson the sphere [10033]

– Singular conformally invariant trilinear forms and generalized Rankin Cohen ope-rators [11016]

COLBOIS B.– A pinching theorem for the first eigenvalue of the Laplacian on hypersurfaces of theEuclidean space [03038]

COLESANTI, A.– Isoperimetry and stability of hyperplanes for product probability measures [11010]

COLIN, T.– Numerical scheme for the 2D Maxwell-Bloch equations modeling ultrashort pulses[04048]

COLLI, P.– Uniqueness of weak solutions to the phase-field model with memory [97030]

COLLIGNON, O.– Discriminant analyses of peanut allergy severity scores [10034]

COLLION, S.– Fonctions critiques et EDP elliptiques sur les varietes riemanniennes compactes[03028]

22

COMETS, F.– Distributed algorithms in an ergodic Markovian environment [05031]– Large deviations analysis for distributed algorithms in an ergodic Markovian envi-ronment [08002]

CONCA, C.– Analysis of a fluid-rigid body problem [98022]

CONRAD, F.– Stabilization of beams by feedback point control [88012]– Well-posedness of a moving boundary problem arising in a dissolution-growth pro-cess [89014]

– Stabilization of Euler-Bernoulli beam by nonlinear boundary feedback [90008]– Stabilization of second order evolution equations by unbounded nonlinear feedback[92014]

– On the stabilization of flexible beam with a tip mass [96019]– Uniform stabilization of a hybrid system with a class of nonlinear feedback laws[99021]

– Asymptotic behaviour for a model of flexible cable with tip masses [01021]– Optimal decay rate of energy for a wave equation with boundary feedback [01026]

CONSIGLIERI, L.– Incompressible Maxwell-Boussinesq approximation : existence, uniqueness and shapesensitivity [09029]

CORON, J.-M.– Null controllability of a parabolic system with a cubic coupling term [10004]

CORTES, V.– Polyvector super-Poincare algebras [03048]– Special geometry of Euclidean supersymmetry I : Vector multiplets [03052]– Classification of pseudo-Riemannian symmetric spaces of quaternionic Kahler type[04011]

– Topological-antitopological fusion equations, pluriharmonic maps and special Kahlermanifolds [04013]

– Special geometry of Euclidean supersymmetry II : Hypermultiplets and the c−map[05016]

– The twistor spaces of a para-quaternionic Kahler manifold [05055]– Aspherical Kahler manifolds with solvable fundamental group [06006]

COSTABEL, M.– Asymptotics near crack tips in hereditarily-elastic anisotropic aging two dimensionalbody [04059]

23

COULAUD, O.– Analyse de la methode de collocation-Legendre pour l’equation de Stockes penalisees[89002]

– A nonlinear boundary value problem solved by spectral methods [90002]

COX, S. J.– Eliciting harmonics on strings [05053]

CRAPSKY, C.– Non-compensation des contributions locales pour les courants asymptotiques maxi-maux [94008]

CRUDU, A.– Convergence of stochastic gene networks to hybrid piecewise deterministic processes[11003]

CUMSILLE, P.– Strong solutions for the Navier-Stokes flow in the exterior of a rotating obstacle[04035]

24

4 -D-

DAAFOUZ, J.– Bounded state reconstruction error for LPV systems with estimated parameters[03049]

DABULEANU, S.– Problemes aux limites pour des equations de Hamilton-Jacobi avec viscosite (I.Condition de Dirichlet) [02030]

– Problemes aux limites pour des equations de Hamilton-Jacobi avec viscosite (II.Condition de Neumann) [03020]


DAHL, M.– Surgery and harmonic spinors [06025]– Surgery and the spinorial τ−invariant [07036]– Smooth Yamabe invariant and surgery [08020]– An isoperimetric constant associated to horizons in S3 blown-up at two points[09034]

DAMBRINE, M.– On stability analysis in shape optimisation : critical shapes for Neumann problem[02046]

DAMEK, E.– Spherical analysis on harmonic an groups [94033]

DAUDIN, J.-J.– Asymptotic behaviour of the local score of independent and identically distributedrandom sequence [01028]

DAUGE, M.– Asymptotics near crack tips in hereditarily-elastic anisotropic aging two dimensionalbody [04059]

DEACONU, M.– Besov regularity for the solution of Walsh equation [95006]– Approximation by tensor product neural networks [95020]– Comportement des temps d’atteinte d’une diffusion fortement rentrante [95038]– Regularite du mouvement brownien itere [96021]

25

– Processus non lineaire autostabilisant reflechi [96035]– Reflected Brownian motion in the unit disk [97009]– A pure jump Markov process associated with Smoluchowski’s coagulation equation[01006]

– Study of a stochastic particle system associated with the Smoluchowski coagulationequation [01015]

– Probabilistic approach of some discrete and continuous coagulation equations withdiffusion [01053]

DEBS, P.– Penalisation de la marche aleatoire standard par une fonction du maximum uni-latere, du temps local en zero et de la longueur des excursions [07012]

– Penalization for birth and death processes [07021]

DEBUSSCHE, A.– Convergence of stochastic gene networks to hybrid piecewise deterministic processes[11003]

DELARUE, F.– Distributed algorithms in an ergodic Markovian environment [05031]– Large deviations analysis for distributed algorithms in an ergodic Markovian envi-ronment [08002]

DEL MORAL, P.– A Berry-Esseen theorem for Feynman-Kac and interacting particle models [03044]

DEMAILLY, J.-P.– Cohomologie L2 sur les revetements d’une variete complexe compacte [00005]

DE MEYER, B.– On independent times and positions for Brownian motion [00001]– A model of game with a continuum of states of nature [02009]

DESCAMPS, R.– Analyticite des solutions du systeme d’equations de Vlasov-Maxwell, en dimensionn = 1 [99031]

DEVCHAND, C.– Polyvector super-Poincare algebras [03048]

DEYA, A.– Convergence of Wigner integrals to the tetilla law [11019]– Fourth moment theorem and q−Brownian chaos [12005]

26

DIACONIS, P.– On Dirichlet eigenvectors for neutral two-dimensional Markov chains [12006]

DIDRY, M.– Construction de groupes polynomiaux a partir d’algebres de Lie [05033]– Symmetric bundles and representations of Lie triple systems [07034]

DOBREV, V. K.– Levy Processes on Uq(g) as infinitely divisible Representations [99026]

DOEBNER, H. D.– Levy Processes on Uq(g) as infinitely divisible Representations [99026]

DONATI-MARTIN, C.– On constants related to the choice of the local time at 0, and the corresponding Itomeasure for Bessel processes with dimension d = 2(1− α), 0 < α < 1 [05026]

DONOHO, D.– Density estimation using wavelets. Comparison between linear and nonlinear me-thods [91013]

DOUSTAING, L.– La conjecture de R. Hartshorne pour les hypersurfaces lisses de Pn [93013]

DOZZI, M.– Comparison theorems for stochastic differential inequalities and an application toreaction-diffusion equations with random sources [92029]

– Doob-Meyer decomposition for set-indexed submartingales [93025]– Level crossing times for certain processes without positive jumps [95028]– Local time for stable moving average processes : Holder conditions [95029]– On the local time of multiparameter symmetric stable processes. Regularity andlimit theorem in Besov spaces [02033]


– On the local time of multifractional Brownian motion [06003]

27

5 -E-

EDDAHBI, M.– Large deviations and functional law for hyperbolic stochastic partial differentialequation [03012]

EL AMRANI, M.– Sur la formule de Lelong-Poincare [11007]

EL HAOUZI, A.– Courants-traces [95018]– Lemme de Grothendieck-Dolbeault pour un ensemble analytique [96006]

ERDOS, P.– Entropy : an inequality [87002]– Sur les fonctions arithmetiques liees aux diviseurs consecutifs [87006]– Sur les densites de certaines suites d’entiers [88014]– On arithmetic functions involving consecutive divisors [89018]– On the densities of sets of multiples [92022]

ERRAMI, M.– Ito formula for C1,λ− functions of a cadlag process and related calculus [99019]

ES-SEBAIY K.– Parameter estimation for α−fractional bridges [11006]

ESSOUABRI, D.– Singularites des series de Dirichlet associees a des polynomes de plusieurs variableset applications en theorie analytique des nombres [96012]

– Prolongement meromorphe des series de Dirichlet a support dans un sous-ensemblesemi-algebrique de Rn [96030]

ETIENNE, M. P.– Asymptotic behaviour of the local score of independent and identically distributedrandom sequence [01028]

– Approximation of the distribution of the supremum of a centred random walk. Ap-plication to the local score [02019]

ETORE, P.– On random walk simulation of one-dimensional diffusion processes with disconti-nuous coefficients [05022]

28

EYMARD, P.– On maps which preserve almost periodicity [87005]– A survey of Fourier algebras [94003]

29

6 -F-

FABRE, B.– On the support of complete intersection zero-cycles [02004]

FEINSILVER, P.– Special functions associated to operator algebras and infinite-dimensional represen-tations of Lie groups [88010]

– An operator approach to processes on Lie groups [88011]– Operators, stochastic processes, and Lie groups [89006]– Stochastic processes and Appell systems on Lie groups [89013]– Algebraic and analytic structures associated to groups of type-H [90012]– Computing representations of a Lie group via the universal enveloping algebra[95007]

– Duality and multiplicative stochastic processes on quantum groups [95026]– Differential relations and recurrence formulas for representations of Lie groups [96014]– Combinatorial interpretation and operator calculus of Lommel polynomials [96024]– Formal power series, operator calculus, and duality on Lie algebras [97011]– Lie response to signals with noise [97022]– Explicit calculations of solutions of heat equations on some Lie groups [98006]– Computing coordinates on Lie groups [98021]– Vector fields and their duals [99016]– Symbolic computation of Appell systems on the Schrodinger algebra [00028]– Representations of the Schrodinger algebra and Appell systems [00035]– Berezin quantization of the Schrodinger algebra [01001]– Generating orthogonal polynomials and their derivatives using vertex|matching-partitions of graphs [02020]

– Dual representations for the Schrodinger algebra [04007]– Dual vector fields II : calculating the Jacobian [05015]– Operator calculus approach to solving analytic systems [06030]– Finite-dimensional calculus [07035]– On Krawtchouk transforms [10020] S

FEIREISL, E.– Stabilisation d’un systeme hybride par un feedback non lineaire, non monotone[97027]

– The L1-stability of constant states of degenerate convection-diffusion equations[97036]

FILBET, F.– Global existence for the Vlasov-Darwin system in R

3 for small initial data [01048]

30

FOISSY, L.– Ordered forests, permutations and iterated integrals [10012]

FORT, J.-C.– Reseaux de neurones : des methodes connexionistes d’apprentissage [93020]– Asymptotics of the invariant distribution of a constant step stochastic algorithm[96010]

– Convergence of the one-dimensional Kohonen algorithm [97008]– The ODE methods without flow [98026]– Asymptotics of optimal quantizers for some scalar distributions [98038]

FOURNIER, N.– A pure jump Markov process associated with Smoluchowski’s coagulation equation[01006]


– Jumping SDEs : absolute continuity using monotony [01039]– Probabilistic approach of some discrete and continuous coagulation equations withdiffusion [01053]

– On long time a.s. asymptotics of renormalized branching diffusion processes [02024]– On small particles in coagulation-fragmentation equations [02027]– Convergence of the Marcus-Lushnikov process [02047]– Exact simulation of nonlinear coagulation processes [03011]– On long time behavior of some coagulation processes [03023]– Existence of self-similar solutions to Smoluchowski’s coagulation equation [04008]– Existence of densities for jumping S.D.E.s [04016]– Local properties of self-similar solutions to Smoluchowski’s coagulation equationwith sum kernels [04044]

– On some stochastic coalescents [05011]– Well-posedness of Smoluchowski’s coagulation equation for a class of homogeneouskernels [05027]

FOUVRY, E.– Diviseurs de Titchmarsh des entiers sans grand facteur premier [89017]– L’ensemble exceptionnel dans la conjecture de Szpiro [91005]

FRANZ, U.– Duality and multiplicative stochastic processes on quantum groups [95026]– Diffusions on braided spaces [96004]– Gauss laws in the sense of Bernstein and uniqueness of embedding into convolutionsemigroups on quantum groups and braided [96031]

– Evolution equations and Levy processes on quantum groups [97002]– Phase retrieval for probability distributions on quantum groups and braided groups[97042]

– Explicit calculations of solutions of heat equations on some Lie groups [98006]

31

– Computing coordinates on Lie groups [98021]– Braided independance and Levy processes on braided spaces [98032]– Levy Processes on Uq(g) as Infinitely Divisible Representations [99026]– Malliavin calculus and Skorohod integration for quantum stochastic processes [00008]– Non-Gaussian Malliavin calculus on real Lie algebras [03032]

FREMIOT, G.– The structure theorem for the Eulerian derivative of shape functionals defined indomains with cracks [99012]

– On analysis of boundary value problems in nonsmooth domains [04045]

FUJITA, T.– On a particular class of self-decomposable random variables : the durations of Besselexcursions straddling independent exponential times [06039]

FULMANSKI, P.– A levelset method in shape and topology optimization for variational inequalities[06032]

– Level set method with topological derivatives in shape optimization [07017]

FUNARO, D.– Approximation of some diffusion evolution equations in unbounded domains byHermite functions [88015]

FUSER, A.– The Alexandru conjectures [98031]

32

7 -G-

GANDER, M. J.– Optimized Schwarz methods without overlap for the Helmholtz equation [01022]

GANIDIS, H.– Convergence rate of some semi-groups to their invariant probability [97034]

GARET, O.– Asymptotic shape for the chemical distance and first-passage percolation in randomenvironment [03015]

GAUSSENT, S.– Kac-Moody groups, hovels and Littelmann’s paths [07014]

GEANDIER, F.– Cb−modules et systeme de Gauss-Manin [93021]– Valuation sur un (a,b)-module quasi-unipotent et bases de Saıto [95031]

GIET, J. S.– Schema de simulation de la loi de certaines E.D.S. bidimensionnelles presentantlocalement des coefficients de tres grande amplitude [00003]

– Euler scheme for rough functional of regular diffusions [02006]– On small particles in coagulation-fragmentation equations [02027]– Convergence of the Marcus-Lushnikov process [02047]– Exact simulation of nonlinear coagulation processes [03011]– Existence of densities for jumping S.D.E.s [04016]

GINOUX, N.– On eigenvalue estimates for the submanifold Dirac operator [00044]– Inegalites de type Reilly spinorielles [01019]

GLASS, O.– On the control the motion of a boat [11013]

GLOCKNER, H.– Differential calculus, manifolds and Lie groups over arbitrary infinite fields [03008]

GOHSN, A.– Un calcul d’intersection sur une variete projective [90013]

33

GRABOWSKI, P.– Well-posedness and stability analysis of hybrid feedback systems. Advanced appli-cation [97049]

– On a motion planning problem for heavy chain system [01014]

GRADINARU, M.– Reflected Brownian motion in the unit disk [97009]– The laws of Brownian local time integrals [97038]– Abel transform and integrals of Bessel local times [98003]– A singular large deviations phenomenon [99037]– Generalized covariations, local time and Stratonovich Ito’s formula for fractionalBrownian motion with Hurst index H ≥ 1

4[01038]

– m-order integrals and generalized Ito’s formula ; the case of a fractional Brownianmotion with any Hurst index [02048]

– Approximation at first and second order of m−order integrals of the fractionalBrownian motion and of certain semimartingales [03007]

– Stochastic volatility : approximation and goodness-of-fit test [03053]– Ito’s and Tanaka’s type formulae for the stochastic heat equation [04057]– Convergence of weighted power variations of fractional Brownian motion [07005]– Penalization for birth and death processes [07021]

GRAVERSEN, E. S.– A reverse Markov inequality [97021]

GROSJEAN, J.-F.– Diameter of manifolds and −aplace operator [03036]– A pinching theorem for the first eigenvalue of the Laplacian on hypersurfaces of theEuclidean space [03038]

– The first eigenvalue of Dirac and Laplace operators on surfaces [06029]– Eigenvalue pinching and application to the stability and the almost umbilicity ofhypersurfaces [08011]

– Hypersurfaces with small extrinsic radius or large λ1 in Euclidean spaces [10023]

GRUDSKY, S.– Asymptotic pseudomodes of Toeplitz matrices [07038]– The first order asymtotics of the extreme eigenvectors of certain Hermitian Toeplitzmatrices [08044]

GRUSON, L.– 3-instantons et reseaux de quadriques [92026]

GUBINELLI, M.– Young integrals and SPDEs [04033]

34

GUERBAZ, R.– On the local time of multifractional Brownian motion [06003]

GUERRERO, S.– Null controllability of a parabolic system with a cubic coupling term [10004]

GUILLOTIN-PLANTARD, N.– Distributed algorithms with dynamical random transitions [01056]– Data structures with dynamical random transitions [03046]– Asset pricing in dynamic (B, S)−markets [04017]– Dynamic random walks on Heisenberg groups [04046]– Dynamic quantum Bernoulli random walks [05045]

35

8 -H-

HABIB, G.– Eigenvalues of the transversal Dirac operator on Kahler foliations [04052]– Eigenvalues of the basic Dirac operator on quaternion-Kahler foliations [05019]

HACHAMI, S.– Formule de Chowla-Selberg dans le cas p = 7 [93007]

HALL, R. R.– The set of multiples of a short interval [90014]– On Behrend sequences [91023]– On the densities of sets of multiples [92022]

HALTER-KOCH, F.– Infrastructure des classes ambiges d’ideaux des ordres des corps quadratiques reels[91007]

HAYOUNI, M.– Sufficient condition for existence of solutions of a free boundary problem [97040]– Lipschitz continuity of the state function in a shape optimization problem [98011]– On the Bernoulli free boundary problem and related shape optimization problems[99030]

HEBRARD, P.– Optimal shape and position of the actuators for the stabilization of a string [01054]– The geometrical quantity in amortized wave equation on a square [03040]

HEDOU-ROUILLIER, V.– Construction and comparison of three-dimensional finite difference schemes in caseof discontinuous coefficients [98009]

HENKEL, M.– Schrodinger invariance and space-time symmetries [03006]– The Poincare algebra in the context of ageing systems : Lie structure, representa-tions, Appell systems and coherent states [06001]

– Supersymmetric extensions of Schrodinger-invariance [06008]

36

HENROT, A.– Un probleme inverse en formage des metaux liquides [88002]– About existence of equilibria in electromagnetic casting [89015]– A nonlinear boundary value problem solved by spectral methods [90002]– Behaviour of the free boundary in electromagnetic shaping when the surface tensionvanishes [91019]

– Subsolutions and supersolutions in a free boundary problem [92021]– Domain optimization problem for stationary heat equations [96005]– Shape optimization problem for heat equation [97018]– Existence of classical solutions to a free boundary problem for the p-Laplace operator: (II) the interior convex case [99004]

– Some results about Schiffer’s conjectures [99005]– On the Bernoulli free boundary problem and related shape optimization problems[99030]

– Continuity of the elasticity system solutions with respect to the geometrical domainvariations [00002]

– On numerical solution of shape inverse problems [00024]– Le stade ne minimise pas λ2 parmi les ouverts convexes du plan [01004]– A symmetry result for an overdetermined elliptic problem using continuous rearran-gement and domain derivative [01005]

– Optimal shape and position of the actuators for the stabilization of a string [01054]– Minimizing the second eigenvalue of the Laplace operator with Dirichlet boundaryconditions [02015]

– Minimization problems for eigenvalues of the Laplacian [03004]– Approximate radial symmetry for solutions of a class of boundary value problemsin ring-shaped domains [03005]

– Eliciting harmonics on strings [05053]– Convergence results for a semilinear problem and for a Stokes problem in a periodicgeometry [06041]

– Minimization of λ2(Ω) with a perimeter constraint [08001]– Optimal sets for a class of minimization problems with convex constraints [11009]

HERRMANN, S.– A singular large deviations phenomenon [99037]– Boundedness and convergence of some self-attracting diffusions [01010]– Systeme de processus auto-stabilisants [01031]– Large deviations for diffusions with time periodic drift and stochastic resonance[04050]

– Large deviations and a Kramer’s type law for self-stabilizing diffusions [06021]– From persistent random walks to the telegraph noise [08046]– Non uniqueness of stationary measures for self-stabilizing processes [09012]– Stationary measures for self-stabilizing processes : asymptotic analysis in the smallnoise limit 09026]

– Self-stabilizing processes : uniqueness problem for stationary measures and conver-gence rate in the small noise limit 09036]

37

HERSKOVITS, J.– An inverse problem of electromagnetic shaping of liquid metals [08032]

HERTLING, C.– tt∗geometry and mixed Hodge structres [04019]– Bernoulli moments of spectral numbers and Hodge numbers [04021]

HIJAZI, O.– Improved forms of some vanishing theorems in Riemannian spin geometry [98023]– Spectral properties of the Dirac operator and geometrical structures [98036]– Eigenvalues of the kahlerian Dirac operator [98039]– Lower bounds for the eigenvalues of the Dirac operator.Part I. The hypersurface Dirac operator [00023]

– Lower bounds for the eigenvalues of the Dirac operator.Part II. The submanifold Dirac operator [00029]

– Eigenvalues of the Dirac operator on manifolds with boundary [00033]– Dirac operator on embedded hypersurfaces [00037]– Conformal lower bounds for the Dirac operator of embedded hypersurfaces [00047]– Bochner-Weitzenbock formulas associated with the Rarita-Schwinger operator [01046]– The Dirac-Witten operator on spacelike hypersurfaces [01049]– Eigenvalue boundary problems for the Dirac operator [01060]– Extrinsic killing spinors [02005]– Dirac operators on hypersurfaces of manifolds with negative scalar curvature [02034]– SpinC geometry of Kahler manifolds and the Hodge Laplacian on minimal Lagran-gian submanifolds [05024]

– Branson’s Q−curvature in Riemannian and spin geometry [07040]

HILDEBRAND, A.– On the class of differential-difference equations arising in number theory [90015]– Integers without large prime factors [91014]– On some tauberian theorems related to the prime number theorem [92024]

HILGERT, Joachim– Characterization of the Kantor-Koecher-Tits algebra by a generalized Ahlfors ope-rator [00021]

HILHORST, D.– Well-posedness of a moving boundary problem arising in a dissolution-growth pro-cess [89014]

HILLAIRET, M.– Collisions in 3D fluid structure interactions problems [08018]– Blow up and grazing collision in viscous fluid solid interaction systems [09004]

38

HIRSCH, F.– Constructing self-similar martingales via two Skorokhod embeddings [10010]

HLAVACEK, I.– Energy change in elastic solids due to a spherical or circular cavity, consideringuncertain input data [07032]

HOMBERG, D.– Optimal control of laser hardening [97019]– On an equilibrium problem for a cracked body with electrothermoconductivity[99023]

– Optimal shape design of inductor coils for surface hardening [00019]– Mathematical modelling of shape optimization problems for surface hardening [02051]

HORN, W.– Control problems with state constraints for the Penrose-Fife phase-field model [95003]– Domain optimization problem for stationary heat equations [96005]– Weak solutions to two joined nonlinear systems [99024]– An elastic membrane with an attached nonlinear thermoelastic rod [00048]– An existence result for the bridged crack model [02002]– A model for passive damping of a membrane [02018]– On analysis of boundary value problems in nonsmooth domains [04045]

HOUOT, J.-G.– On the motion and collisions of rigid bodies in an ideal fluid [06033]

HU, Y. Y.– Homogeneisation spatiale et equivalence asymptotique pour une classe d’equationsparaboliques semilineaires non autonomes [95035]


HUARD, J. G.– The Chowla-Selberg formula for genera [95012]

HUET, D.– Stabilite et convergence dans les problemes de perturbation singuliere [88019]– Dictionnaire 2007 [07007]– A survey of some topics in theory of partial differential equations and functionalanalysis [08016]

– A survey of topics in analysis and differential equations [09018]

39

HUMBERT, E.– The problem of prescribed critical functions [03002]– Positive mass theorem for the Yamabe problem on spin manifolds [03014]– On a nonlinear Dirac equation of Yamabe type [03039]– The geometrical quantity in amortized wave equation on a square 03040]– Mass endomorphism and spinorial Yamabe type problems on conformally flat ma-nifolds [03058]

– The first conformal Dirac eigenvalue on 2-dimensional tori [04060]– The second Yamabe invariant [05008]– An obstruction for the mean curvature of a conformal immersion Sn → Rn+1

[05030]– Surgery and harmonic spinors [06025]– The spinorial τ−invariant and 0−dimensional surgery [06028]– The first eigenvalue of Dirac and Laplace operators on surfaces [06029]– Surgery and the spinorial τ−invariant [07036]– Smooth Yamabe invariant and surgery [08020]– Positive mass theorem for the Paneitz-Branson operator [08033]– Relative Yamabe invariant and c−concordant metrics [08034]– An isoperimetric constant associated to horizons in S3 blown-up at two points[09034]

– Relativite generale (d’apres M. Vaugon) et quelques problemes mathematiques quien sont issus [10017]

HUXLEY, M. N.– Points entiers au voisinage d’une courbe plane de classe Cn, II [97007]

40

9 -I-J-

IGUERNANE, M.– Numerical analysis of a model for Nickel-Iron alloy electrodeposition on rotatingdisk electrode [06045]

– Topological derivatives for semilinear elliptic equations [08038]

IKEMAKEN, A.– On the holonomy of Lorenztian manifolds [90022]– Sur l’holonomie des varietes pseudo riemanniennes de signature (n,n) [96013]

IMANUVILOV, O.– Exact controllability of a fluid-rigid body system [05047]

IMKELLER, P.– Large deviations for diffusions with time periodic drift and stochastic resonance[04050]

– Large deviations and a Kramer’s type law for self-stabilizing diffusions [06021]

IVANOFF, B. G.– Doob-Meyer decomposition for set-indexed submartingales [93025]

JACKOWSKA-STRUMILLO, L.– On numerical solution of shape inverse problems [00024]

JAMES, L. F.– Generalized Gamma convolutions, Dirichlet means, Thorin measures wit explicitexamples [07029]

JAMMES, P.– The supremum of first eigenvalues of conformally covariant operators in a conformalclass [07033]

JANSON, S.– A Vernaat-like path transformation for the reflected Brownian bridge conditionedon its local time at 0 [99039]

JARUSEK, J.– Canonical differentiability for evolution variational inequalities [02029]

41

JEANDEL, G.– A finite difference solution of nonlinear systems of radiative-conductive heat transferequations [00036]


– Existence and uniqueness of a steady state solution of a coupled radiative-conductiveheat transfer problem for a non-grey anisotropically and participating medium[01041]


JEDDI, A.– Developpement asymptotique des fonctions obtenues par integration sur les fibresd’une fonction analytique reelle ayant une singularite isolee dans le reel [88009]

– A generalization of Borel theorem [88017]– Singularite reelle isolee [91008]– Un cas d’independance des courants polaires de fλ+mfλ−m [91009]– Singularite reelle presque isolee dans le complexe [94010]– Preuve d’une conjecture de V. P. Palamodov pour une singularite isolee [97043]– Preuve d’une conjecture de V. P. Palamodov [99025]– Distribution

∫

Af s and real asymptotic spectrum [01009]

– Sur la formule de Lelong-Poincare [11007]

JEULIN, T.– The infinite Brownian loop on a symmetric spaces [00012]

JI, L.– Heat kernel and Green function estimates on noncompact symmetric spaces [98013]

JOHNSTONE, I.– Density estimation using wavelets. Comparison between linear and nonlinear me-thods [91013]

JONES, J. D. S.– A stochastic approach to the Dirac operator over the free loop space [95024]

JUNG, B.– The Fourier singular complement method for the Poisson problem.Part II : axisymmetric domains [04018]

42

10 -K-

KADDAR, M.– Classe fondamentale relative en cohomologie de Deligne-Beilinson et application[94022]

– Integration d’ordre superieur sur les cycles en geometrie analytique complexe [99006]– Fibres en droites et diviseurs de Cartier sur l’espace des cycles en geometrie analy-tique complexe [00018]

– Incidence divisor [02014]– Platitude geometrique et classes fondamentales relatives ponderees I [09020]– Platitude geometrique et classes fondamentales relatives ponderees II [09021]

KADDOURI, S.– The Fourier singular complement method for the Poisson problem.Part II : axisymmetric domains [04018]

KAMONT, A.– Approximation by tensor product neural networks [95020]

KAPLAN, P.– The distance between ideals in the orders of a real quadratic fields [90001]– On the form of the fundamental unit of certain quadric fields [91006]– Infrastructure des classes ambiges d’ideaux des ordres des corps quadratiques reels[91007]

– Ideaux negativement reduits d’un corps quadratique reel et un probleme d’Eisenstein[92031]

– The Chowla-Selberg formula for genera [95012]– Developpement en fraction continue a l’entier le plus proche, ideaux α-reduits et unprobleme d’Eisenstein [95027]

– Developpement en fraction continue a l’entier superieur, ideaux 0-reduits et unprobleme d’Eisenstein [96032]

KARAMI, F.– Singularities of stationary solutions to the Vlasov-Poisson system in a polygon[12008]

KATZ, M.– On intersystolic inequalities in dimension 3 [94007]– Counterexamples to isosystolic inequalities [94021]– Systolic softness of orientable manifolds [96034]– Systolic freedom of orientable manifolds [97031]– Volumes, middle-dimensional systoles, and Whitehead products [97032]

43

– Volume of Riemannian manifolds, geometric inequalities, and homotopy theory[98042]

KAVIAN, O.– Approximation of some diffusion evolution equations in unbounded domains byHermite functions [88015]

– Quelques remarques sur l’ultracontractivite [91011]– Self-similar solutions of the pseudo-conformally invariant nonlinear Schrodinger equa-tion [92019]

KELLIL, F.– Operateurs anisotropes sur un arbre localement fini [01042]– Operateurs invariants sur certains immeubles affines de rang 2 [05034]

KEMP, T.– Wigner chaos and the fourth moment [10027]

KERKYACHARIAN, G.– Density estimation in Besov Spaces [90011]– Une demonstration simple des theoremes de Kolmogorov, Donsker et Ito-Nisio [90027]– Large deviations and Strassen theorem in Holder norm [91010]– Density estimation using wavelets. Comparison between linear and nonlinear me-thods [91013]

– Quelques remarques sur l’ultracontractivite [91011]– Over sampling and control of the maximum of the modulus of a band limited func-tion [91026]

– Mouvement brownien et espaces de Besov [92002]– Density estimation by kernel and wavelets methods links between geometry on thekernel and regularity constraints [92004]

– Quelques espaces fonctionnels associes a des processus gaussiens [92028]

KHALED, A.– Valuation sur un (a,b)-module quasi-unipotent et bases de Saıto [95031]

KHLUDNEV, A. M.– On solvability of boundary value problems in elastoplasticity [97015]– On solution existence for elastoplastic plates with cracks [97046]– Griffith formula and rice integral for elliptic equations with unilateral conditions innonsmooth domains [98007]

– On an equilibrium problem for a cracked body with electrothermoconductivity[99023]

– On derivative of energy functional for elastic bodies with cracks and unilateral condi-tions [00020]

– Smooth domain method for crack problems [02003]– Shape and topological sensitivity analysis in domains with cracks [08036]

44

– Shape and topology sensitivity analysis for cracks in elastic bodies on boundaries ofrigid inclusions [08051]

KINYON, M.– Associative geometries. I : grouds, linear relations ans Grassmannians [09013]– Associative geometries. II : involutions, the classical grouds and their homotopes[09030]

– Torsors and ternary Moufang loops arising in projective geometry [12011]

KOCH, H.– Very singular solutions to a nonlinear parabolic equation with absorption. II - Uni-queness [02049]

KOCIK, J.– Algebraic and analytic structures associated to groups of type-H [90012]– Representations of the Schrodinger algebra and Appell systems [00035]– Berezin quantization of the Schrodinger algebra [01001]

KOUDOU, A. E.– Independence properties of the Matsumoto-Yor type [10025]

KOUFANY, K.– Semi-groupe de Lie associe a un cone symetrique [94001]– Hardy spaces on two-sheeted covering semigroups [96029]– Compressions and contractions of symmetric cones [00026]– Application of Hilbert’s projective metric on symmetric cones [01065]– Primitive du cocycle de Maslov generalise [04009]– Hua operators and Poisson transform for bounded symmetric domains [05020]– Jordan algebras, geometry of Hermitian symmetric spaces and non-commutativeHardy spaces [05028]

– Characterization of Poisson integrals on non-tube bounded symmetric domains[06018]

– Hua operators, Poisson transform and relative discrete series on line bondle overbounded symmetric domains [11017]

KOWALEWSKI, A.– Sensitivity analysis of hyperbolic optimal control problems [10028]

KOWALSKA, A.– A new classe of libraries [92012]

KRBEC, M.– Canonical differentiability for evolution variational inequalities [02029]

45

11 -L-

LAAMRI, El-H.– Global existence of classical solutions for a class of reaction-diffusion systems [11004]

LABRUNIE, S.– The singular complement method [01003]– Resolution of axisymmetric Maxwell equations [01050]– The Fourier singular complement method for the Poisson problem.Part II : axisymmetric domains [04018]

– La methode du complement singulier avec Fourier pour les equations de Maxwelldans un domaine de revolution [04042]

– Numerical analysis of the generalized Maxwell equations (with an elliptic correction)for charged particle simulations [08030]

– Numerical solution of Maxwell’s equations in axisymmetric domains with the Fouriersingular complement method [09011]

– Singularities of stationary solutions to the Vlasov-Poisson system in a polygon[12008]

LAKHEL, El H.– Grandes deviations du temps local du mouvement brownien fractionnaire [01066]– Large deviations and functional law for hyperbolic stochastic partial differentialequation [03012]


LAMBERT, A.– Splitting trees with neutral Poissonian mutations II : Largest and oldest families[11020]

LANGLOIS, A.– Asymptotic analysis of a parabolic system arising in combustion theory [02025]

LASIECKA, I.– Sensitivity analysis of hyperbolic optimal control problems [10028]

LAURAIN, A.– Structure of shape derivatives in nonsmooth domains and applications [04043]– A levelset method in shape and topology optimization for variational inequalities[06032]

– Level set method with topological derivatives in shape optimization [07017]

46

– Singular perturbations of curved boundaries in dimension three. The spectrum ofthe Neumann Laplacian [10008]

LAURENCOT, P.– Degenerate Cahn-Hilliard equations as limit of the phase-field equations with non-constand thermal conductivity [94028]

– Weak solutions to a phase-field model with non-constant thermal conductivity [94029]– Compact attractor for weakly damped driven Korteweg-De Vries equations on thereal line [95022]

– Weak solutions to a Penrose-Fife modele with Fourier low for the temperature[95023]

– Long-time behaviour for diffusion equations with fast convection [96018]– A nonlinear parabolic system modelling tissue inflammation [96036]– The Becker-Doring model with diffusion. II. Long time behaviour [97004]– Global solutions to the discrete coagulation equations [97028]– Singular limit in a model of tissue inflammation [97029]– Uniqueness of weak solutions to the phase-field model with memory [97030]– Error estimates for a singular perturbation problem arising in a model of tissueinflammation [97033]

– The L1-stability of constant states of degenerate convection-diffusion equations[97036]

– Coagulation model with partial diffusion [98002]– Global solutions to viscous Hamilton-Jacobi equations with irregular initial data[98014]

– Behaviour of solutions to ut −∆u + |∇u|p = 0 as p → +∞ [99014]

– Weak solutions to the Lifshitz-Slyozov-Wagner equation [99029]– The Lifshitz-Slyozov equation with encounters [99036]– The discrete coagulation equations with multiple fragmentation [00011]– Extinction and decay estimates for viscous Hamilton-Jacobi equations inRN [00016]– The discrete coagulation equations with collisional breakage [00030]– Extinction and non-extinction for viscous Hamilton-Jacobi equations inRN [01007]– Global existence for the Vlasov-Darwin system in R

3 for small initial data [01048]– Very singular solutions to a nonlinear parabolic equation with absorption. II - Uni-queness [02049]

– Existence of self-similar solutions to Smoluchowski’s coagulation equation [04008]– Local properties of self-similar solutions to Smoluchowski’s coagulation equationwith sum kernels [04044]

– Well-posedness of Smoluchowski’s coagulation equation for a class of homogeneouskernels [05027]


– Sharp decay estimates and vanishing viscosity for diffusive Hamilton-Jacobi equa-tions [08052]

47

LAURENT, C.– Control and stabilization of the Korteweg-de Vries equation on a periodic domain[09016]

LAWN, M.-A.– Decompositions of para-complex vector bundles and para-complex affine immersions[05021]

LAZZARINI, L.– Factorization of pseudo-holomorphic curves and finiteness of their intersection [97005]

LEANDRE, R.– Stochastic Wess-Zumino-Witten model over a symplectic manifold [95010]– String structure over the Brownian bridge [95019]– A stochastic approach to the Dirac operator over the free loop space [95024]– Hilbert spaces of spinor fields over the free loop space [95025]– Cover of the Brownian bridge and stochastic symplectic action [96001]– Stochastic gauge transform of the string bundle [96015]– Stochastic Wess-Zumino-Witten model for the measure of Kontsevitch [96038]– Singular integral homology of the stochastic loop space [97010]– Horizontal lift of an infinite dimensional diffusion [97041]– Logarithmic Sobolev inequalities for differentiable paths [98008]– Stochastic cohomology of Chen-Souriau and line bundle over the Brownian bridge[98035]

– Regularized Euler-Poincare number of the infinite dimensional torus [98044]– Malliavin calculus and Skorohod integration for quantum stochastic processes [00008]– Analysis over loop space and topology [00014]– A stochastic approach to Witten’s explanation of the rigidity theorem for a homo-geneous manifold [00015]

– The stochastic Levy Laplacian and Yang-Mills equation on manifolds [00032]– Stochastic Wess-Zumino-Novikov-Witten model on the sphere [00041]– Brownian pants and Deligne cohomology [00050]– Stochastic Wess-Zumino-Novikov-Witten model on the torus [01002]– Brownian cylinders and intersecting branes [01017]– Random fields and operads [01020]– Stochastic equivariant cohomologies and cyclic cohomology [01025]– Large deviation for non-linear random fields [01037]– Wiener analysis and cyclic cohomology [01044]– Browder operations and heat kernel homology [01045]– Stochastic algebraic de Rham complexes [01047]– Stochastic K-theory ans stochastic Bott periodicity [01052]– Stochastic processes on classifying spaces and string structures [01057]– Brownian surfaces with boundary and Deligne cohomology [01058]– Malliavin calculus and real Bott periodicity [01063]

48

– Brownian motion and classifying spaces [02001]– Full stochastic Dirac-Ramond operator over the free loop space [02008]– Super Brownian motion on a loop group [02010]– An example of a Brownian non linear string theory [02013]– Infinite product manifolds and cyclic homology[02032]– Stochastic mollifer and Nash inequality [02036]– Theory of distribution in the sense of Connes-Hida and Feynman path integral ona manifold [02044]

– Bundle gerbes and Brownian motion [03009]– Connes-Hida calculus and Bismut-Quillen superconnections [03017]– Malliavin calculus for a general manifold [03019]– Connes-Hida calculus in index theory [03030]– Two examples of stochastic field theories [03033]– Chen-Souriau calculus for rough loops [03034]– White noise analysis, filtering equation and the index theorem for families [03041]

LE GALL, P.– Output feedback stabilization of a clampef-free beam [06026]

LEGENDRE, G.– Convergence of a finite element discretization for an arbitrary Lagrangian Eulerianformulation of a fluid-structure interaction problem [07023]

LEJAY, A.– Stochastic differential equations driven by processes generated by divergence formoperators [02023]

– On (p, q)−rough path [04012]– Young integrals and SPDEs [04033]

LEON, J. A.– Ito’s formula for linear fractional PDEs [06044]

LEONARD, A.– Ideaux negativement reduits d’un corps quadratique reel et un probleme d’Eisenstein[92031]

LEUGERING, G.– Topological derivatives for elliptic problems on graphs [06040]– Topological sensitivity analysis for elliptic problems on graphs [08013]– Shape sensitivity analysis of a quasi-eletrostatic piezoelectric system in multilayeredmedia [09031]

LEWINSKI, T.– Energy change due to the appearance of cavities in elastic solids [01023]

49

LIU, H.-Q.– Numbers with a large prime factor [98017]

LOHRENGEL, S.– The singular complement method [01003]

LORANG, G.– Un theoreme de Schilder pour des fonctionnelles browniennes non regulieres [92006]– Une demonstration d’un theoreme de P.A. Meyer [92032]– Independance de la position et du temps pour une marche aleatoire [02021]

LOUCHARD, G.– Phase transition for parking blocks, Brownian excursion and coalescence [99034]

LOWE, H.– Inner ideals and intrinsec subspaces [06019]

50

12 -M-

McSORLEY, J.– Combinatorial interpretation and operator calculus of Lommel polynomials [96024]– Generating orthogonal polynomials and their derivatives using vertex|matching-partitions of graphs [02020]

MADAN, D.– An alternative expression for the Black-Scholes formula in terms of Brownian firstand last passage times [08008]

– From Black-Scholes formula, to local times and last passage times for certain sub-martingales [08014]

– Unifying Black-Scholes type formulae which involve Brownian last passage times upto a finite horizon [08023]

– Put option prices as joint distribution functions in strike and maturity : the Black-Scholes case [08041]

MAGNEN, J.– From constructive field theory to fractional stochastic calculus (I) : The Levy areaof fractional Brownian motion with Hurst index α ∈

(

1

8, 14

)

[10015]

MAGNUSSON, J.– La conjecture de R. Hartshorne pour les hypersurfaces lisses de Pn [93013]– Integration de classes de cohomologie meromorphes et diviseurs d’incidence [97024]– Transfert de l’amplitude du fibre normal au diviseur d’incidence [97050]– Integration of meromorphic cohomology classes and applications [03037]

MAGOULES, F.– Optimized Schwarz methods without overlap for the Helmholtz equation [01022]– Calcul scientifique et informatique : acoustique et format de fichiers WAV [01027]– Optimal discrete transmission conditions for a non-overlapping domain decomposi-tion method for the Helmholtz equation [02040]

MAIRE, H.-M.– Asymptotic expansions of complex integrals Mellin transform [87001]– Asymptotique des integrales-fibres [93017]– Decroissance rapide de la distribution fλ [96033]– Poles of the current |f |2λ over an isolated singularity [99009]– Non-trivial simple poles at negative integers and mass concentration at singularity[00022]

– Non-trivial simple poles at negative integers and mass concentration at singularity(second version) [01029]

51

– Obliques poles of∫

X|f |2λ|g|2µ [09003]

MAKSIMENKO, E. A.– The first order asymtotics of the extreme eigenvectors of certain Hermitian Toeplitzmatrices [08044]

MANCHON, D.– Weyl symbolic calculus on solvable Lie groups [92001]– Operateurs pseudodifferentiels et representations unitaires des groupes de Lie [93014]– Distributions a support compact et representations unitaires [98037]– Front d’onde et propagation des singularites pour un vecteurdistribution [98038]

MANITA, A. D.– Convergence time to equilibrium for stochastically monotone Markov chains [00017]

MARCHAND, R.– Asymptotic shape for the chemical distance and first-passage percolation in randomenvironment [03015]

– Limit law of the length of the standard right factor of a Lyndon word [04029]

MARCHIAFAVA, S.– A twistor construction of (minimal) Kahler submanifolds of a quaternionic Kahlermanifold [01033]

MARCKERT, J.-F.– An average case quasi optimal algorithm for the research of zeros of a random walk[97044]

– A stochastically quasi-optimal algorithm [99003]– Parking functions, empirical processes, and the width of rooted labeled trees [99022]

MARDHY, A.– Un critere topologique d’existence de poles pour le prolongement meromorphe de∫

Afλ [93003]

MARION, M.– Asymptotic analysis of a parabolic system arising in combustion theory [02025]

MARQUEZ-CARRERAS, D.– Asymptotic behavior of the magnetization for the perceptron model [03054]– A diluted version of the perceptron model [05052]

MARTIN, R. H.– Nonlinear reaction-diffusion systems [90019]– Influence of mixed boundary conditions in some reaction-diffusion systems [94030]

52

MAYER, C.– Special geometry of Euclidean supersymmetry I : Vector multiplets [03052]– Special geometry of Euclidean supersymmetry II : Hypermultiplets and the c−map[05016]

MENDES-FRANCE, M.– Systemes de points diviseurs et structure fractale [91015]– A one-dimensional model with phase transition [92023]

MERZBACH, E.– Doob-Meyer decomposition for set-indexed submartingales [93025]

MEZIERE, S. Voir WANTZ, S.

MEZIN, A.– Statistical analysis of unidirectional multicracking of coatings by a two-dimensionalPoisson point process [98001]

– Stochastic modelling of a unidirectional multicracking phenomenon [02037]

MICLO, L.– On Dirichlet eigenvectors for neutral two-dimensional Markov chains [12006]

MIFDAL, A.– Etude de la stabilisation forte et non uniforme d’un systeme hybride. Applicationau pont roulant [96023]

– Uniform stabilization of a hybrid system with a class of nonlinear feedback laws[999021]

MILANDRI, A.– A finite difference solution of nonlinear systems of radiative-conductive heat transferequations [00036]

MILLERIOUX, G.– Bounded state reconstruction error for LPV systems with estimated parameters[03049]


MIMURA, Y.– Developpement en fraction continue a l’entier le plus proche, ideaux α-reduits et unprobleme d’Eisenstein [95027]

– Developpement en fraction continue a l’entier superieur, ideaux 0-reduits et unprobleme d’Eisenstein [96032]

53

MONAUPT, T.– Special geometry of Euclidean supersymmetry I : Vector multiplets [03052]– Special geometry of Euclidean supersymmetry II : Hypermultiplets and the c−map[05016]

MONNEZ, J.-M.– Convergence de processus d’approximation stochastique dynamique [88004]– Etude d’un modele de correlation en approximation stochastique [92010]– Convergence d’un processus d’approximation stochastique en analyse factorielle[93032]

– Convergence d’une classe de processus d’approximation stochastique de vecteurspropres [97016]

– Approximation stochastique de vecteurs et valeurs propres [99018]– Almost sure convergence of stochastic gradient processes with matrix step sizes[05036]

– Actes du groupe de travail en biostatistiques. NANCY mai-juillet 2005 [05054]– Approximation stochastique en analyse factorielle multiple [06042]– Actes du groupe de travail en biostatistiques. NANCY septembre 2005 - juin 2006[07006]

– Actes du groupe de travail en biostatistiques. NANCY septembre 2006 - juin 2007[08017]

– Stochastic approximation of the factors of a generalized canonical correlation ana-lysis [08024]

– Actes du groupe de travail en biostatistiques. NANCY septembre 2007 - juin 2008[09027bis]

– Discriminant analyses of peanut allergy severity scores [10034]– Fast clustering of large datasets with sequential k-medians : a stochastic gradientapproach [11005]

MONTEIRO FERNANDES,T.– Grauert’s theorem for subanalytic open sets in real analytic manifolds [10031]

MONTIEL, S.– Eigenvalues of the Dirac operator on manifolds with boundary [00033]– Dirac operator on embedded hypersurfaces [00037]– Conformal lower bounds for the Dirac operator of embedded hypersurfaces [00047]– Eigenvalue boundary problems for the Dirac operator [01060]– Extrinsic killing spinors [02005]– Dirac operators on hypersurfaces of manifolds with negative scalar curvature [02034]– SpinC geometry of Kahler manifolds and the Hodge Laplacian on minimal Lagran-gian submanifolds [05024]

54

MOREL, B.– Eigenvalue estimates for the Dirac-Schrodinger operators [00034]– On eigenvalue estimates for the submanifold Dirac operator [00044]– On a nonlinear Dirac equation of Yamabe type [03039]– Mass endomorphism and spinorial Yamabe type problems on conformally flat ma-nifolds [03058]

MORGUL, O.– On the stabilization of flexible beam with a tip mass [96019]

MORTAGINE, A. L.– Equations fonctionnelles des series de Dirichlet a plusieurs variables associees a unespace prehomogene [92027]

– Z-Graduations de type parabolique et theorie des invariants [97001]– Z-Graduations de type parabolique et polynomes harmoniques [97013]– Les covariants commutatifs des espaces prehomogenes [98012]– Les covariants relatifs des espaces prehomogenes de type parabolique reguliers [99028]– Sur la decomposition des representations de quelques groupes reductifs [09032]

MOULAY, M.– Regularizing effect for a nonlinear diffusion with irregular source-termitem [88003]

MOUNIR, I.– Weak solutions for some reaction-diffusion systems with mass control and criticalgrowth with respect to the gradient [00009]

MOUSSA SALEY, H.– A model of game with a continuum of states of nature [02009]

MULLER, A.– Convergence of stochastic gene networks to hybrid piecewise deterministic processes[11003]

MUNNIER, A.– On the motion and collisions of rigid bodies in an ideal fluid [06033]– On the self-displacement of deformable bodies in an ideal fluid [06046]– Locomotion of deformable bodies in an ideal fluid : Newtonian versus Lagrangianformalisms [08019]

– Locomotion of articulated bodies in an ideal fluid : 2d model with buoyancy, circu-lation and collisions [09019]

– Generic controllability of 3D swimmers in a perfect fluid [11012]

55

13 -N-

NAIR, M.– L’ensemble exceptionnel dans la conjecture de Szpiro [91005]

NAKAD, R.– Lower bounds for the eigenvalues of the Dirac operator on SpinC manifolds [10006]– The energy-momentum tensor on SpinC manifolds [10014]

NATAF, F.– Optimized Schwarz methods without overlap for the Helmholtz equation [01022]

NAZAROV, S. A.– Asymptotic analysis of shape functionals [01051]– Self adjoint extensions for the Neumann Laplacian in application to shape optimi-zation [03009]

– Topological derivative of the energy functional due to formation of a thin ligamenton a spatial body [04013]

– Asymptotics near crack tips in hereditarily-elastic anisotropic aging two dimensionalbody [04059]

– Self-adjoint extensions of differential operators and exterior topological derivativesin shape optimization [05009]

– Spectral problems in the shape optimisation singular boundary perturbations [07030]– Neumann Laplacian on a domain with tangential components in the boundary[08003]

– Asymptotics of solutions of the Neumann problem in a domain with closely posedcomponents of the boundary [08004]

– Spectral problems in elasticity, singular boundary perturbations [08009]– Topological derivatives in piezoelectricity [08035]– Topological derivatives for semilinear elliptic equations [08038]– Shape sensitivity analysis of eigenvalues revisisted [08045]– Asymptotic analysis and polarization matrices [09007]– Spectral problems in elasticity, singular boundary perturbations [10003]– Singular perturbations of curved boundaries in dimension three. The spectrum ofthe Neumann Laplacian [10008]

NECASOVA, S.– Shape sensitivity analysis of the Dirichlet laplacian in the half-space [04036]– Incompressible Maxwell-Boussinesq approximation : existence, uniqueness and shapesensitivity [09029]

56

NEEB, K.-H.– Differential calculus, manifolds and Lie groups over arbitrary infinite fields [03008]– Projective completions of Jordan pairs Part I. The generalized projective geometryof a Lie algebra [03021]

– Projective completions of Jordan pairs Part II. Manifold structures and symmetricspaces [04002]

– Orbits of triples in the Shilov boundary of a bounded symmetric domain [05044]

NEUENKIRCH, A.– Discretizing the fractional Levy area [09008]

NEUENSCHWANDER, D.– A note on domains of attraction for q-transformed random variables [96011]– Characterization of Gauss measures on nilpotent Lie groups and symmetric spaces[96027]

– Gauss laws in the sense of Bernstein and uniqueness of embedding into convolutionsemigroups on quantum groups and braided [96031]

– Phase retrieval for probability distributions on quantum groups and braided groups[97042]

– The class I0 on abstract structures [99002]

NISTOR, V.– Weighted Sobolev spaces and regularity for polyhedral domains [06031]

NOGUCHI, J.– The second main theorem for holomorphic curves into semi-abelian varieties II[04021]

– Degeneracy of holomorphic curves into algebraic varieties [05038]

NOREDDINE, S.– On the Gaussian approximation of vector-valued multiple integrals [10022]– Fourth moment theorem and q−Brownian chaos [12005]

NOURDIN, I.– m-order integrals and generalized Ito’s formula ; the case of a fractional brownianmotion with any Hurst index [02048]

– Approximation at first and second order of m−order integrals of the fractionalbrownian motion and of certain semimartingales [03007]

– One-dimensional differential equations driven by a fractional Brownian motion withany Hurst index H ∈ (0, 1) [03016]

– Stochastic volatility : approximation and goodness-of-fit test [03053]– On the absolute continuity of drifted Levy processes [04027]– Ito’s and Tanaka’s type formulae for the stochastic heat equation [04057]– On the absolute continuity of one-dimensional SDE’s driven by a fractional Brow-nian motion [05010]

57

– Convergence of weighted power variations of fractional Brownian motion [07005]– On the Gaussian approximation of vector-valued multiple integrals [10022]– Yet another proof of the Nualart-Peccati criterion [10026]– Wigner chaos and the fourth moment [10027]– Parameter estimation for α−fractional bridges [11006]– Poisson approximations on the free Wigner chaos [11014]– Convergence of Wigner integrals to the tetilla law [11019]– Multidimensional semicircular limits on the free Wigner chaos [11021]– Central and non-central limit theorems in a free probability setting [11022]– Asympotic independence of multiple Wiener-Ito integrals and the resulting limitlaws [12003]

– Fourth moment theorem and q−Brownian chaos [12005]– Convergence in total variation on Wiener chaos [12009]– Convergence in law in the second Wiener/Wigner chaos [12010]

NOVOTNY, A. A.– Energy change in elastic solids due to a spherical or circular cavity, consideringuncertain input data [07032]


– Shape sensitivity analysis of a quasi-eletrostatic piezoelectric system in multilayeredmedia [09031]

NOVRUZI, A.– Second order derivatives. Newton method. Application to shape optimization [95008]– Sufficient condition for existence of solutions of a free boundary problem [97040]– Cα estimation on the boundary for the gradient of the shape derivative of a Neumannproblem in R3 [97045]

– C1 error estimation on the boundary for an exterior Neumann problem in R3

[98015]

NUALART, D.– Variational solutions for a class of fractional stochastic partiel differential equations[04047]

– A stabilization phenomenon for a class of stochastic partial differential equations[04049]

– Variational solutions for partial differential equations driven by a fractional noise[05014]

58

14 -O-

O’DOWD, J.– Stabilisation d’un systeme hybride par un feedback non lineaire, non monotone[97027]

– Asymptotic behaviour for a model of flexible cable with tip masses [01021]

OHTSUKA, K.– On derivative of energy functional for elastic bodies with cracks and unilateral condi-tions [00020]

ØRSTED, B.– Hardy spaces on two-sheeted covering semigroups [96029]– The Maslov index revisited [00038]– The Gromov norm of the Kaehler class and the Maslov index [02026]– Conformally invariant trilinear forms on the sphere [10001]

ORTEGA, J.– Classical solutions for the equations modelling the motion of a ball in a bidimensionalincompressible perfect fluid [03051]

– On the motion of a rigid body immersed in a bidimensional incompressible perfectfluid [05043]

OSTELLARI, P.– Comportement global du noyau de la chaleur associe a certains sous-laplaciens surles groupes de Lie semi-simples 01034]

OUAHRA, M. A.– Large deviations and functional law for hyperbolic stochastic partial differentialequation [03012]

OUDET, E.– Le stade ne minimise pas λ2 parmi les ouverts convexes du plan [01004]– Minimizing the second eigenvalue of the Laplace operator with Dirichlet boundaryconditions [02015]

OUERDIANE, H.– Connes-Hida calculus and Bismut-Quillen superconnections [03017]

OULD AHMEDOU, M.– An obstruction for the mean curvature of a conformal immersion Sn → Rn+1

[05030]

59

15 -P-Q-

PAGES, G.– Reseaux de neurones : des methodes connexionistes d’apprentissage [93020]– Asymptotics of the invariant distribution of a constant step stochastic algorithm[96010]

– Convergence of the one-dimensional Kohonen algorithm [97008]– The ODE methods without flow [98026]– Asymptotics of optimal quantizers for some scalar distributions [98038]

PAUN, M.– Siu’s invariance of plurigenera : a one-tower proof [05046]– Lecture notes on rational polytopes and finite generation [09037]

PECCATI, G.– Wigner chaos and the fourth moment [10027]– Poisson approximations on the free Wigner chaos [11014]– Multidimensional semicircular limits on the free Wigner chaos [11021]

PEDON, E.– Harmonic analysis for differential forms on complex hyperbolic spaces [98029]

PEITHMANN, D.– Large deviations for diffusions with time periodic drift and stochastic resonance[04050]

– Large deviations and a Kramer’s type law for self-stabilizing diffusions [06021]

PERLA MENZALA, G.– Shape sensitivity analysis of a quasi-eletrostatic piezoelectric system in multilayeredmedia [09031]

PETERMANN, Y.-F. S.– On the sum of exponential divisors of an integer [97006]– On some asymptotic formulæ of Ramanujan [00040]

PETERNELL, T.– Rigidity theorems for primitive Fano 3-folds [91020]

PHILIPPIN, G. A.– Approximate radial symmetry for solutions of a class of boundary value problemsin ring-shaped domains [03005]

60

PICARD, D.– Density estimation in Besov Spaces [90011]– Density estimation using wavelets. Comparison between linear and nonlinear me-thods [91013]

– Over sampling and control of the maximum of the modulus of a band limited func-tion [91026]

– Density estimation by kernel and wavelets methods links between geometry on thekernel and regularity constraints [92004]

PICARD, N.– Stationarity of GARCH processes and some non-negative time series [90005]– Strict stationarity of generalized autoregressive processes [90006]

PIERRE, M.– Un probleme inverse en formage des metaux liquides [88002]– Regularizing effect for a nonlinear diffusion with irregular source-termitem [88003]– About existence of equilibria in electromagnetic casting [89015]– Stabilization of Euler-Bernoulli beam by nonlinear boundary feedback [90008]– Capacitary strong type estimates in semilinear problems [90018]– Nonlinear reaction-diffusion systems [90019]– On the equivalence of some capacitary strong type estimates [90020]– Computation of free surfaces in the electromagnetic shaping of liquid metals byoptimization algorithms [90021]

– Simulation numerique tridimensionnelle en formage electromagnetique [91021]– Weak solutions of some quasilinear elliptic equations with data measures [92007]– Stabilization of second order evolution equations by unbounded nonlinear feedback[92014]

– Global existence for a reaction-diffusion system with a balance law [93018]– Influence of mixed boundary conditions in some reaction-diffusion systems [94030]– Blow-up in reaction-diffusion systems with dissipation of mass [95032]– A tridimensional inverse shaping problem [96022]– Tangent sets in some functional spaces [98033]

PINCON, B.– Data structures with dynamical random transitions [03046]– Locomotion of articulated bodies in an ideal fluid : 2d model with buoyancy, circu-lation and collisions [09019]

– Singularities of stationary solutions to the Vlasov-Poisson system in a polygon[12008]

PLOTNIKOV, P. I.– On compactness domain dependence and existence of steady state solutions to com-pressible isothermal Navier-Stokes equations [02035]

– Concentrations of stationary solutions to compressible Navier-Stokes equations [04015]– Domain dependence of solutions to compressible Navier-Stokes equations [05032]

61

– Inhomogeneous boundary value problems for compressible Navier-Stokes equations :well-posedness and sensitivity analysis [06049]

– Inhomogeneous boundary value problems for compressible Navier-Stokes and trans-port equations [07041]

– Shape derivative of drag functional [09017]

POLY, G.– Convergence in total variation on Wiener chaos [12009]– Convergence in law in the second Wiener/Wigner chaos [12010]

PRIEUR, C.– Output feedback stabilization of a clampef-free beam [06026]

PRIVAULT, N.– Non-Gaussian Malliavin calculus on real Lie algebras [03032]

PROFETA, C.– Existence of pseudo-inverses for diffusions [08055]– Constructing self-similar martingales via two Skorokhod embeddings [10010]– Some examples of peacocks in a Markovian set-up [10011]– Peacocks obtained by normalisation and strong peacocks [11015]

QUER-SARDANYONS, L.– The 1−d stochastic wave equation driven by a fractional Brownian motion [06022]

QUITTNER, P.– A priori bounds and complete blow-up of positive solutions of indefinite superlinearparabolic problems [04037]

62

16 -R-

RADULESCU, O.– Convergence of stochastic gene networks to hybrid piecewise deterministic processes[11003]

RAMARE, O.– Explicit bounds of exponential sums and the scarcity of squareffree binomial coeffi-cients [94016]

– Primes in arithmetic progressions [94018]– On Snirel’man’s constant [95004]– Nombres de racines d’un polynome entier modulo q [95030]

RAMDANI, K.– Uniformly exponentially stable approximations for a class of second order evolutionequations [03027]

– A spectral approach for the exact observability of infinite dimensional systems withskew-adjoint generator [04034]

RAO, B.– A justification of nonlinear model of spherical shells [91018]– On the Marguerre-von Karman equations [92015]– A compact perturbation method for the boundary stabilization of the RayleighBeam equation [94005]

– On analysis of boundary value problems in nonsmooth domains [04045]

RAO, M.– Tangent cones in Besov spaces [97020]– A reverse Markov inequality [97021]– Non-linear balayage and applications [98018]– Tangent sets in Banach spaces and applications to variational inequalities [00042]– An existence result for the bridged crack model [02002]– Canonical differentiability for evolution variational inequalities [02029]

RAOUJ, A.– Sur la proximite des diviseurs des entiers [98010]

RAULOT, S.– The Hijazi inequality on manifolds with boundary [05017]– Eigenvalues estimate for the Dirac operator [05029]– On a spin conformal invariant on manifolds with boundary [06038]

63

– Green functions for the Dirac operator under local boundary conditions and appli-cations [07009]

– Branson’s Q−curvature in Riemannian and spin geometry [07040]– Positive mass theorem for the Paneitz-Branson operator [08033]

REBIAI, B.– Global classical solutions for reaction-diffusion systems with nonlinearities of expo-nential growth [09025]

– Global existence for a strongly coupled reaction-diffusion systems with nonlinearitiesof exponential growth [10002]

REINGOLD, E. M.– The chip problem [98025]

ROCHE, J.-R.– Resolution numerique des equations de Maxwell par une methode multigrille dansle cadre de la physique des plasmas [89011]

– Computation of free surfaces in the electromagnetic shaping of liquid metals byoptimization algorithms [90021]

– Simulation numerique tridimensionnelle en formage electromagnetique [91021]– Second order derivatives. Newton method. Application to shape optimization [95008]– Numerical methods for shape identification problems [96028]– Gradient of the discretized energy method and discretized continuous gradient inelectromagnetic shaping simulation [96037]

– Reflected brownian motion in the unit disk [97009]– A finite difference solution of nonlinear systems of radiative-conductive heat transferequations [00036]


– Phase-field models of solidification [01016]– Existence and uniqueness of a steady state solution of a coupled radiative-conductiveheat transfer problem for a non-grey anisotropically and participating medium[01041]


– Theoretical and numerical analysis of a class of nonlinear elliptic equations [04030]– Adaptive Newton-like method for shape optimization [04053]– Mathematical and numerical analysis of a class of non-linear elliptic equations inthe two dimensional case [05050]


– An inverse problem of electromagnetic shaping of liquid metals [08032]– Topological derivatives for semilinear elliptic equations [08038]

64

ROGER, C.– The Schrodinger-Virasoro Lie group and algebra : from geometry to representationtheory [06007]

– A Hamiltonian action of the Schrodinger-Virasoro algebra on a space of periodictime-dependent Schrodinger operators in (1 + 1)−dimensions [08047]

ROLDAN, A.– Eigenvalue boundary problems for the Dirac operator [01060]– Dirac operators on hypersurfaces of manifolds with negative scalar curvature [02034]

ROSIER, C.– On the global existence of solutions for a non-local problem occurring in statisticalmechanics [04028]

– Output feedback stabilization of a clampef-free beam [06026]– Control and stabilization of the Korteweg-de Vries equation on a periodic domain[09016]

– Null controllability of a parabolic system with a cubic coupling term [10004]– Control and stabilization of the nonlinear Schrodinger equation on rectangles [10005]– On the control the motion of a boat [11013]

ROSIER, L.– A fundamental solution supported in a strip for a dispersive equation [02007]– Control of the surface of a fluid by a wavemarker [03045]– Bounded state reconstruction error for LPV systems with estimated parameters[03049]

– Classical solutions for the equations modelling the motion of a ball in a bidimensionalincompressible perfect fluid [03051


– On the global existence of solutions for a non-local problem occurring in statisticalmechanics [04028]

– Global stabilization of the generalized Korteweg-de Vries equation posed on a finitedomain [05023]


ROSINSKI, J.– Asympotic independence of multiple Wiener-Ito integrals and the resulting limitlaws [12003]

ROTH, J.– Extrinsic radius pinching for hypersurfaces of space forms [06014]– Extrinsic radius pinching in space forms of nonnegative sectional curvature [06037]– Pinching of the first eigenvalue of the Laplacian and almost-Einstein hypersurfacesof the Euclidean space [07004]

65

– Spinorial characterizations of surfaces into 3−dimensional homogeneous manifolds[07026]

– Hypersurfaces with small extrinsic radius or large λ1 in Euclidean spaces [10023]

ROUSSEAU, G.– Formes reelles presque deployees des algebres de Kac-Moody affines [88005]– Almost split k−forms of Kac-Moody algebras [88018]– Le groupe fondamental de certains espaces d’orbites regulieres de groupes de Weylaffines [89012]

– L’immeuble jumele d’une forme presque deployee d’une algebre de Kac-Moody[90003]

– On forms of Kac-Moody algebras [92009]– Formes presque deployees d’algebres de Kac-Moody : Classification et racines rela-tives [92020]

– Classification des formes reelles presque compactes des algebres de Kac Moody af-fines [00031]

– Operateurs anisotropes sur un arbre localement fini [01042]– Groupes de Kac-Moody deployes sur un corps local [03029]– Sous-algebres de Cartan des algebres de Kac-Moody affines reelles presque com-pactes [04056]

– Sous-algebres de Cartan des algebres de Kac-Moody reelles presque deployees [05003]– Operateurs invariants sur certains immeubles affines de rang 2 [05034]– Kac-Moody groups, hovels and Littelmann’s paths [07014]– Masures affines [08049]

ROUX, F.-X.– Optimal discrete transmission conditions for a non-overlapping domain decomposi-tion method for the Helmholtz equation [02040]

ROUY, E.– First eigenvalues for nonlinear elliptic operators [94025]– A tridimensional inverse shaping problem [96022]– Tangent sets in some functional spaces [98033]

ROVIRA, C.– Asymptotic behavior of the magnetization for the perceptron model [03054]– A diluted version of the perceptron model [05052]

ROYNETTE, B.– Une demonstration simple des theoremes de Kolmogorov, Donsker et Ito-Nisio [90027]– Some exact equivalents for the brownian motion in Holder norm I [91003]– Some exact equivalents for the brownian motion in Holder norm II [91004]– Quelques remarques sur l’ultracontractivite [91011]– Mouvement brownien et espaces de Besov [92002]– Grandes deviations du temps local brownien [92003]

66

– Un theoreme de Schilder pour des fonctionnelles browniennes non regulieres [92006]– Un theoreme de regularite pour le temps local du mouvement brownien [92018]– Quelques espaces fonctionnels associes a des processus gaussiens [92028]– Une demonstration d’un theoreme de P.A. Meyer [92032]– Inegalites liees a quelques transformations de Riesz [93001]– Etude d’une fonctionnelle liee au pont de Bessel [93002]

– Le temps local brownien appartient p.s. a l’espace de Besov B1/2p,∞ [93006]

– Vitessse d’approximation d’une fonction par un reseau de neurones [93010]– Approximation en norme Besov de la solution d’une equation differentielle stochas-tique [93011]

– Processus de Burgers avec un petit parametre : description d’un phenomene d’in-stabilite [93022]

– A Kolmogorov criterion and an invariance principle in Besov spaces [93024]– Une classe d’equations differentielles stochastiques non lineaires [94002]– Solutions fondamentales de Ut −

1

2UXX = |UX | [94009]

– Asymptotic estimates of solutions of ut−1

2∆u = −|∇u| in R+ ×Rd, d ≥ 2 [94017]

– Un phenomene d’instabilite pour l’equation differentielle stochastique non lineairexǫt = ǫBt −

∫ t

0uǫx(s,X

ǫs)ds [94019]

– Besov regularity for the solution of Walsh equation [95006]– Processus associe a l’equation des milieux poreux [95014]– Nonlinear self-stabilizing processes I. Existence, propagation of chaos, invariant pro-bability [96016]

– Nonlinear self-stabilizing processes II. Convergence to the invariant probability [96017]– Characterization of Gauss measures on nilpotent Lie groups and symmetric spaces[96027]

– Explicit solutions of some fourth order partial differential equations via iteratedbrownian motion [96043]

– Convergence rate of some semi-groups to their invariant probability [97034]– The laws of brownian local time integrals [97038]– Abel transform and integrals of Bessel local times [98003]– Branching process associated with 2s−Navier Stokes equation [98030]– Study of a Brownian impulse [98045]– A singular large deviations phenomenon [99037]– On independent times and positions for brownian motion [00001]– A solution to Skorokhod’s embedding for linear brownian motion and its local time[00054]

– Boundedness and convergence of some self-attracting diffusions [01010]– Comportement asymptotique du temps de ruine [02017]– Independance de la position et du temps pour une marche aleatoire [02021]– On long time a.s. asymptotics of renormalized branching diffusion processes [02024]– On long time behavior of some coagulation processes [03023]– Levy processes : Hitting time, overshoot and undershoot. I- Functional equations[03055]

– Levy processes : Hitting time, overshoot and undershoot. II- Asymptotic behaviour[03056]

67

– Couples de Wald indefiniment divisibles. Exemples lies a la fonction gamma d’Euleret a la fonction zeta de Riemann [04005]

– Penalisations et extensions du theoreme de Pitman, relatives au mouvement brow-nien et a son maximum unilatere [04031]

– Limiting laws associated with Brownian motion perturbed by its maximum, mini-mum and local time II [04051]

– Some connections betwen (sub)critical branching mechanisms and Bernstein func-tions [04058]

– Limiting laws for long brownian bridges perturbed by their one-sided maximum, III[05013]

– On constants related to the choice of the local time at 0, and the corresponding Itomeasure for Bessel processes with dimension d = 2(1− α), 0 < α < 1 [05026]

– Some extensions of Pitman and Ray-Knight theorems for penalized Brownian mo-tions and their local times, IV [05035]

– Penalisations of multidimensional Brownian motion, VI [05040]– Penalizing a BES(d) process (0 < d < 2) with a function of its local time, V [05041]– Some penalisations of the Wiener measure [05051]– Asymptotics for the distribution of lengths of excursions of a d−dimensional Besselprocess (0 < d < 2) [06013]

– Two studies of penalisations of Brownian paths :VI Penalisations of multidimensional Brownian motionVII Brownian penalisations related to excursion lengths [06036]


– Two examples of functional penalisations of Brownian motion, VIII [07013]– Generalized Gamma convolutions, Dirichlet means, Thorin measures wit explicitexamples [07029]

– An alternative expression for the Black-Scholes formula in terms of Brownian firstand last passage times [08008]

– Local limit theorems for Brownian additive functionals and penalisation of Brownianpaths, IX [08010]


– Ten penalisation results of Brownian motion involving its one-sided supremum untilfirst and last passage times, VIII [08021]

– Penalisations of Brownian motion with its maximum and minimum processes asweak forms of Skorokhod embedding, X [08022]


– A family of generalized gamma convoluted variables [08028]– Put option prices as joint distribution functions in strike and maturity : the Black-Scholes case [08041]

– Existence and properties of pseudo-inverses for Bessel and related proces ses [08050]– An interesting family of Black-Scholes perpetuities [08054]– Existence of pseudo-inverses for diffusions [08055]

68

– Constructing self-similar martingales via two Skorokhod embeddings [10010]– Some examples of peacocks in a Markovian set-up [10011]– Peacocks obtained by normalisation and strong peacocks [11015]

RUBAN, E. V.– Inhomogeneous boundary value problems for compressible Navier-Stokes equations :well-posedness and sensitivity analysis [06049]


RUBENTHALER, H.– SL2-triplet associe a un polynome homogene [89019]

RUMELY, R.– Primes in arithmetic progressions [94018]

RUSSO, F.– The generalized quadratic variation process and Ito formula [94011]– Anticipative Stratonovich equation via Zvonkin’s method [95002]– Stochastic calculus with respect to continuous finite quadratic variation processes[98020]

– A generalized class of Lyons-Zheng processes [99008]– Ito formula for C1,λ− functions of a cadlag process and related calculus [99019]– Generalized covariations, local time and Stratonovich Ito’s formula for fractionalbrownian motion with Hurst index H ≥ 1

4[01038]

– m-order integrals and generalized Ito’s formula ; the case of a fractional brownianmotion with any Hurst index [02048]

69

17 -S-

SAC-EPEE, J. M.– Mixed finite element methods for smooth domain formulation of crack problems[03024]

SAITO, M.– Brieskorn modules and Gauss-Manin systems for non isolated hypersurface singula-rities [04054]

SALMINEN, P.– On first range times of linear diffusions [03022]– On maximum increase and decrease of Brownian motion [06002]– On the excursion theory for linear diffusions [06048]– On subexponentiality of the Levy measure of the diffusion inverse local time ; withapplications to penalizations [08027]

SALMON, S.– Optimal discrete transmission conditions for a non-overlapping domain decomposi-tion method for the Helmholtz equation [02040]

SAMOUH, N.– On the Bernoulli free boundary problem and related shape optimization problems[99030]

SAN MARTIN, J.– Analysis of a fluid-rigid body problem [98022]– Global weak solutions for the two dimensional motion of several rigid bodies in anincompressible viscous fluid [01013]

– Convergence of the Lagrange-Galerkin method for the equations modelling the mo-tion of a fluid-rigid system [03050]

– Convergence of a finite element/ALE method for the Stokes equations in a domaindepending on time [06017]

– An initial and boudary value problem modeling fish-like swimming [06027]– A modified Lagrange-Galerkin method for a fluid-rigid system with discontinuousdensity [10019]

SANZ-SOLE, M.– Holder-Sobolev regularity of solutions to a class of SPDE’s driven by a spatiallycolored noise [02012]

– Equivalence and Holder-Sobolev regularity of solutions for a class of non autonomousstochastic partial differential equations [02016]

70

– Mild solutions for a class of fractional SPDEs and their sample paths [07037]

SAOURI, F.-Z.– Stabilisation d’une poutre avec controle force. Etude du taux optimal de decroissancede l’energie elastique [97047]

– Stabilisation d’une poutre. Etude du taux optimal de decroissance de l’energieelastique [99020]

– Asymptotic behaviour for a model of flexible cable with tip masses [01021]

SARGOS, P.– Points entiers au voisinage d’une courbe plane de classe Cn,II. [97007]– Multiple exponential sums with monomials and their applications in number theory[97037]

SARKOZY, A.– Sur les representations additives d’entiers [01032]

SAUERESSIG, F.– Special geometry of Euclidean supersymmetry I : Vector multiplets [03052]– Special geometry of Euclidean supersymmetry II : Hypermultiplets and the c−map[05016]

SCHAFER, L.– Topological-antitopological fusion equations, pluriharmonic maps and special Kahlermanifolds [04013]

– tt−∗bundles in para-complex geometry, special para-Kahler manifolds and para-pluriharmonic maps [05004]

– Harmonic bundles, topological-antitopological fusion and the related pluriharmonicmaps [05005]

– Decompositions of para-complex vector bundles and para-complex affine immersions[05021]

– tt∗−geometry and pluriharmonic maps [05025]

SCHEID, J.-F.– Convergence of the Lagrange-Galerkin method for the equations modelling the mo-tion of a fluid-rigid system [03050]

– An initial and boudary value problem modeling fish-like swimming [06027]– A levelset method in shape and topology optimization for variational inequalities[06032]

– Level set method with topological derivatives in shape optimization [07017]– A modified Lagrange-Galerkin method for a fluid-rigid system with discontinuousdensity [10019]

71

SCHIFFMANN, G.– SL2-triplet associe a un polynome homogene [89019]

SCHMITT, D.– Global existence for a reaction-diffusion system with a balance law [93018]– Blow-up in reaction-diffusion systems with dissipation of mass [95032]– Triangular reaction-diffusion systems with integrable initial data [96020]– A nonlinear parabolic system modelling tissue inflammation [96036]– Singular limit in a model of tissue inflammation [97029]– Error estimates for a singular perturbation problem arising in a model of tissueinflammation [97033]

– Extinction and decay estimates for viscous Hamilton-Jacobi equations inRN [00016]– Extinction and non-extinction for viscous Hamilton-Jacobi equations inRN [01007]– Existence and uniqueness of a steady state solution of a coupled radiative-conductiveheat transfer problem for a non-grey anisotropically and participating medium[01041]

SCHOTT, R.– Special functions associated to operator algebras and infinite-dimensional represen-tations of Lie groups [88010]

– An operator approach to processes on Lie groups [88011]– Operators, stochastic processes, and Lie groups [89006]– Stochastic processes and Appell systems on Lie groups [89013]– Algebraic and analytic structures associated to groups of type-H [90012]– On the computation of polynomial representations of nilpotent Lie groups : A sym-bolic mathematical approach [94027]

– Computing representations of a Lie group via the universal enveloping algebra[95007]

– The average complexity of a coin-weighing problem [95016]– Duality and multiplicative stochastic processes on quantum groups [95026]– Diffusions on braided spaces [96004]– A note on domains of attraction for q-transformed random variables [96011]– Differential relations and recurrence formulas for representations of Lie groups [96014]– Combinatorial interpretation and operator calculus of Lommel polynomials [96024]– Characterization of Gauss measures on nilpotent Lie groups and symmetric spaces[96027]

– Gauss laws in the sense of Bernstein and uniqueness of embedding into convolutionsemigroups on quantum groups and braided [96031]

– Evolution equations and Levy processes on quantum groups [97002]– Formal power series, operator calculus, and duality on Lie algebras [97011]– Lie response to signals with noise [97022]– Phase retrieval for probability distributions on quantum groups and braided groups[97042]

– Explicit calculations of solutions of heat equations on some Lie groups [98006]– Computing coordinates on Lie groups [98021]

72

– The chip problem [98025]– Braided independance and Levy processes on braided spaces [98032]– The class I0 on abstract structures [99002]– Vector fields and their duals [99016]– Levy Processes on Uq(g) as infinitely divisible representations [99026]– Malliavin calculus and Skorohod integration for quantum stochastic processes [00008]– Symbolic computation of Appell systems on the Schrodinger algebra [00028]– Representations of the Schrodinger algebra and Appell systems [00035]– Berezin quantization of the Schrodinger algebra [01001]– On the tree inclusion problem [01024]– Distributed algorithms with dynamical random transitions [01056]– Generating orthogonal polynomials and their derivatives using vertex|matching-partitions of graphs [02020]

– Approximate decomposition of some modulated-Poisson Voronoi tessellations [02042]– Non-Gaussian Malliavin calculus on real Lie algebras [03032]– Data structures with dynamical random transitions [03046]– Dual representations for the Schrodinger algebra [04007]– Asset pricing in dynamic (B, S)−markets [04017]– Dynamic random walks on Heisenberg groups [04046]– Approximations of functionals of some modulated-Poisson Voronoi tessellations withappications to modeling of communication networks [04055]

– Dual vector fields II : calculating the Jacobian [05015]– On the minimal automaton of the shuffle of words and araucarias [05018]– Distributed algorithms in an ergodic Markovian environment [05031]– Clifford algebras and random graphs [05037]– Dynamic quantum Bernoulli random walks [05045]– The Poincare algebra in the context of ageing systems : Lie structure, representa-tions, Appell systems and coherent states [06001]

– Operator calculus and Appell systems on Clifford algebras [06015]– Operator homology and cohomology in Clifford algebras [06024]– Operator calculus approach to solving analytic systems [06030]– Random walks on Clifford algebras as directed hypercubes [06047]– Nilpotent adjacency matrices, random graphs, and quantum random variables [07008]– Connected components and evolution of random graphs : an algebraic approach[07027]

– Finite-dimensional calculus [07035]– Large deviations analysis for distributed algorithms in an ergodic Markovian envi-ronment [08002]

– Dynamic random walks on Clifford algebras [08015]– Reductions in computational complexity using Clifford algebras [08040]– Cycles and components in geometric graphs : adjacency operator approach [09015]– Dynamic geometric graph processes : adjacency operator approach [09035]– Zeons, lattices of partitions, and free probability [10007]– On Krawtchouk transforms [10020]– On the complexity of cycle enumeration using zeons [10032]

73

– Operator calculus and invertible Clifford Appel systems : theory and application tothe n-particle fermion algebra [11011]

– Operator calculus in generalized zeon algebras : theory and application to multi-constrained path problems [11018]

– On the role of blade factorization in constructing Clifford Appell systems [11024]

SCHURMANN, M.– Braided independance and Levy processes on braided spaces [98032]– On the algebraic foundations of non-commutative probability theory [99017]

SCHURZ, H.– Asset pricing in dynamic (B, S)−markets [04017]

SEIDMAN, T. I.– Well-posedness of a moving boundary problem arising in a dissolution-growth pro-cess [89014]

SHAHGHOLIAN, H.– Existence of classical solutions to a free boundary problem for the p-Laplace opera-tor : (II) the interior convex case [99004]

SIEBENALER, Y.– Hitting times of the range of a birth and death random walk [99001]

SIGALOTTI, M.– Tracking control for an ellipsoidal submarine driven by Kirchoff’s laws [06035]

SILVA, A.– Convexite holomorphe intermediaire [93004]

SILVESTRE, A. L.– Solving inverse source problems using observability. Applications to the Euler-Bernoulliplate equation [08026]

SIMON, T.– On the absolute continuity of drifted Levy processes [04027]– On the absolute continuity of one-dimensional SDE’s driven by a fractional Brow-nian motion [05010]

SIMONDON, F.– A priori bounds and complete blow-up of positive solutions of indefinite superlinearparabolic problems [04037]

74

SIMONOT, F.– Convergence rate of some semi-groups to their invariant probability [97034]– Convergence time to equilibrium for stochastically monotone Markov chains [00017]

SKITI, M.– 3-instantons et reseaux de quadriques [92026]– Sur une famille de fibres instantons [93019]

SLUTSKIJ, A. S.– Topological derivative of the energy functional due to formation of a thin ligamenton a spatial body [04013]

SMARANDA, L.– Convergence of a finite element/ALE method for the Stokes equations in a domaindepending on time [06017]

– A modified Lagrange-Galerkin method for a fluid-rigid system with discontinuousdensity [10019]

SOKOLOWSKI, I.– Control problems with state constraints for the Penrose-Fife phase-field model [95003]– Domain optimization problem for stationary heat equations [96005]– Numerical methods for shape identification problems [96028]– Displacement derivatives in shape optimization of thin shell [96040]– Optimal boundary control problems for shape memory alloys under state constraintsfor stress and temperature [96041]

– On solvability of boundary value problems in elastoplasticity [97015]– Shape optimization problem for heat equation [97018]– Optimal control of laser hardening [97019]– Tangent cones in Besov spaces [97020]– A reverse Markov inequality [97021]– On solution existence for elastoplastic plates with cracks [97046]– Griffith formula and rice integral for elliptic equations with unilateral conditions innonsmooth domains [98007]

– On topological derivative in shape optimization [98016]– Non-linear balayage and applications [98018]– Topological derivatives for elliptic problems [98028]– Tangent sets in some functional spaces [98033]– The structure theorem for the Eulerian derivative of shape functionals defined indomains with cracks [99012]

– Topological derivative for optimal control problems [99013]– On an equilibrium problem for a cracked body with electrothermoconductivity[99023]

– Weak solutions to two joined nonlinear systems [99024]– Topological derivatives of shape functionals for elasticity systems [99035]

75


– Optimal shape design of inductor coils for surface hardening [00019]– On derivative of energy functional for elastic bodies with cracks and unilateral condi-tions [00020]

– On numerical solution of shape inverse problems [00024]– Tangent sets in Banach spaces and applications to variational inequalities [00042]– An elastic membrane with an attached nonlinear thermoelastic rod [00048]– Optimality conditions for simultaneous topology and shape optimization [01008]– Energy change due to the appearance of cavities in elastic solids [01023]– Asymptotic analysis of shape functionals [01051]– An existence result for the bridged crack model [02002]– Smooth domain method for crack problems [02003]– A model for passive damping of a membrane [02018]– Canonical differentiability for evolution variational inequalities [02029]– On compactness domain dependence and existence of steady state solutions to com-pressible isothermal Navier-Stokes equations [02035]

– On stability analysis in shape optimisation : critical shapes for Neumann problem *[02046]

– Mathematical modelling of shape optimization problems for surface hardening [02051]– Self adjoint extensions for the Neumann Laplacian in application to shape optimi-zation [03009]

– Mixed finite element methods for smooth domain formulation of crack problems[03024]

– Topological optimisation for contact problems [03025]– Topological derivative of the energy functional due to formation of a thin ligamenton a spatial body [04013]

– Concentrations of stationary solutions to compressible Navier-Stokes equations [04015]– Shape sensitivity analysis of the Dirichlet laplacian in the half-space [04036]– On analysis of boundary value problems in nonsmooth domains [04045]– Asymptotics near crack tips in hereditarily-elastic anisotropic aging two dimensionalbody [04059]

– Self-adjoint extensions of differential operators and exterior topological derivativesin shape optimization [05009]

– Topological derivatives for obstacle problems [05012]– Domain dependence of solutions to compressible Navier-Stokes equations [05032]– A levelset method in shape and topology optimization for variational inequalities[06032]

– Topological derivatives for elliptic problems on graphs [06040]– Inhomogeneous boundary value problems for compressible Navier-Stokes equations :well-posedness and sensitivity analysis [06049]

– Asymptotic analysis and topological derivatives for shape and topology optimizationof elasticity problems in two spatial dimensions [07016]

– Level set method with topological derivatives in shape optimization [07017]– Spectral problems in the shape optimisation singular boundary perturbations [07030]

76

– Energy change in elastic solids due to a spherical or circular cavity, consideringuncertain input data [07032]


– Neumann Laplacian on a domain with tangential components in the boundary[08003]

– Asymptotics of solutions of the Neumann problem in a domain with closely posedcomponents of the boundary [08004]

– Spectral problems in elasticity, singular boundary perturbations [08009]– Topological sensitivity analysis for elliptic problems on graphs [08013]– Topological derivatives in piezoelectricity [08035]– Shape and topological sensitivity analysis in domains with cracks [08036]– Topological derivatives for semilinear elliptic equations [08038]– Shape sensitivity analysis of eigenvalues revisisted [08045]– Shape and topology sensitivity analysis for cracks in elastic bodies on boundaries ofrigid inclusions [08051]

– Asymptotic analysis and polarization matrices [09007]– Shape derivative of drag functional [09017]– Approximation of boundary control problems on curved domains. I - The Neumanncase [09022]

– Approximation of boundary control problems on curved domains. II - The Dirichletcase [09023]

– Incompressible Maxwell-Boussinesq approximation : existence, uniqueness and shapesensitivity [09029]

– Shape sensitivity analysis of a quasi-eletrostatic piezoelectric system in multilayeredmedia [09031]

– Spectral problems in elasticity, singular boundary perturbations [10003]– Singular perturbations of curved boundaries in dimension three. The spectrum ofthe Neumann Laplacian [10008]

– Sensitivity analysis of hyperbolic optimal control problems [10028]

SOLTANI, A. R.– Local time for stable moving average processes : Holder conditions [95029]

SONNENDRUCKER, E.– Global existence for the Vlasov-Darwin system in R

3 for small initial data [01048]

SOUPLET, Ph.– Extinction and non-extinction for viscous Hamilton-Jacobi equations inRN [01007]

SOUVAY, A.– A general construction of Weil functors [11023]

SPECOVIUS-NEUGEBAUER, M.– Asymptotic analysis and polarization matrices [09007]

77

SPEHNER, J.-C.– On the minimal automaton of the shuffle of words and araucarias [05018]

SPEICHER, R.– Wigner chaos and the fourth moment [10027]– Multidimensional semicircular limits on the free Wigner chaos [11021]

SPREKELS, J.– Control problems with state constraints for the Penrose-Fife phase-field model [95003]– Optimal boundary control problems for shape memory alloys under state constraintsfor stress and temperature [96041]

STAPLES, G. S.– Clifford algebras and random graphs [05037]– Operator calculus and Appell systems on Clifford algebras [06015]– Operator homology and cohomology in Clifford algebras [06024]– Random walks on Clifford algebras as directed hypercubes [06047]– Nilpotent adjacency matrices, random graphs, and quantum random variables [07008]– Connected components and evolution of random graphs : an algebraic approach[07027]

– Dynamic random walks on Clifford algebras [08015]– Reductions in computational complexity using Clifford algebras [08040]– Cycles and components in geometric graphs : adjacency operator approach [09015]– Dynamic geometric graph processes : adjacency operator approach [09035]– Zeons, lattices of partitions, and free probability [10007]– On the complexity of cycle enumeration using zeons [10032]– Operator calculus and invertible Clifford Appel systems : theory and application tothe n-particle fermion algebra [11011]

– Operator calculus in generalized zeon algebras : theory and application to multi-constrained path problems [11018]

– On the role of blade factorization in constructing Clifford Appell systems [11024]

STAROVOITOV, V.– Global weak solutions for the two dimensional motion of several rigid bodies in anincompressible viscous fluid [01013]

STEF, A.– Entiers lexicographiques [97035]– Sur la proximite des diviseurs des entiers [98010]

STOIMENOV, S.– The Poincare algebra in the context of ageing systems : Lie structure, representa-tions, Appell systems and coherent states [06001]

78

SUCIU, A. I.– Volumes, middle-dimensional systoles, and Whitehead products [97032]– Volume of Riemannian manifolds, geometric inequalities, and homotopy theory[98042]

SZULC, K.– Shape and topological sensitivity analysis in domains with cracks [08036]– Topological derivatives for semilinear elliptic equations [08038]

79

18 -T-

TAKAHASHI, T.– Existence of strong solutions for a model of motion of a rigid in a bounded domain[96016]

– Uniformly exponentially stable approximations for a class of second order evolutionequations [03027]


– Classical solutions for the equations modelling the motion of a ball in a bidimensionalincompressible perfect fluid [03051



– Exact controllability of a fluid-rigid body system [05047]– Convergence of a finite element/ALE method for the Stokes equations in a domaindepending on time [06017]

– An initial and boudary value problem modeling fish-like swimming [06027]– Convergence results for a semilinear problem and for a Stokes problem in a periodicgeometry [06041]

– Convergence of a finite element discretization for an arbitrary Lagrangian Eulerianformulation of a fluid-structure interaction problem [07023]

– Collisions in 3D fluid structure interactions problems [08018]– Solving inverse source problems using observability. Applications to the Euler-Bernoulliplate equation [08026]

– Blow up and grazing collision in viscous fluid solid interaction systems [09004]

TALAY, D.– Nonlinear self-stabilizing processes I. Existence, propagation of chaos, invariant pro-bability [96016]

TANABE, S.– An application of Gauss-Manin systems to the asymptotic analysis around singularlocus in wave propagations [96026]

TANRE, E.– A pure jump Markov process associated with Smoluchowski’s coagulation equation[01006]


– Euler scheme for rough functional of regular diffusions [02006]

80

– On long time behavior of some coagulation processes [03023]– Range of brownian motion with drift[03043]

TAO, P. D.– Algorithmes de sous-gradients pour la resolution du probleme d’analyse multidi-mensionnelle des tableaux de dissimilarite [92030]

TAQQU, M. S.– Central and non-central limit theorems in a free probability setting [11022]

TASKINEN, J.– Neumann Laplacian on a domain with tangential components in the boundary[08003]

TENENBAUM, G.– Entropy : an inequality [87002]– Une fonction de concentration arithmetique [87004]– Sur les fonctions arithmetiques liees aux diviseurs consecutifs [87006]– Facteurs premiers de sommes d’entiers [87007]– Sur les densites de certaines suites d’entiers [88014]– Sur une question d’Erdos et Schinzel [88016]– Entiers sans grand facteur premier en progressions arithmestiques [89004]– Sur une question d’Erdos et Schinzel II [89005]– Length and denominators of egyptian fractions III [89016]– Diviseurs de Titchmarsh des entiers sans grand facteur premier [89017]– On arithmetic functions involving consecutive divisors [89018]– The set of multiples of a short interval [90014]– On the class of differential-difference equations arising in number theory [90015]– Une inegalite de Hilbert pour les diviseurs [90016]– Effective mean value estimates for complex multiplicative functions [90017]– L’ensemble exceptionnel dans la conjecture de Szpiro [91005]– Integers without large prime factors [91014]– Systemes de points diviseurs et structure fractale [91015]– Cribler les entiers sans grand facteur premier [91022]– On Behrend sequences [91023]– Sur un probleme de crible et ses applications, 2. Corrigendum et etude du graphedivisoriel [92008]

– On the densities of sets of multiples [92022]– A one-dimensional model with phase transition [92023]– On some tauberian theorems related to the prime number theorem [92024]– Entiers lexicographiques [97035]– A spectral approach for the exact observability of infinite dimensional systems withskew-adjoint generator [04034]

– New blow-up rates for fast controls of Schrodinger and heat equations [07020]– Fast and strongly localized observation for the Schrodinger equation [07022]

81

TINDEL, S.– A Berry-Esseen theorem for Feynman-Kac and interacting particle models [03044]– Asymptotic behavior of the magnetization for the perceptron model [03054]– On the stochastic calculus method for spins systems [04010]– Young integrals and SPDEs [04033]– Ito’s and Tanaka’s type formulae for the stochastic heat equation [04057]– On the multiple overlap function of the SK model [05001]– A diluted version of the perceptron model [05052]– Some scaling limits for a Brownian polymer in a Gaussian medium [06016]– The 1−d stochastic wave equation driven by a fractional Brownian motion [06022]– A central limit theorem for a localized version of the SK model [06043]– Ito’s formula for linear fractional PDEs [06044]– The rough path associated to the multidimensional analytic fBm with any Hurstparameter [08048]

– Discretizing the fractional Levy area [09008]

TITI, E. S.– Finite-time singularity versus global regularity for hyperviscous Hamilton-Jacobi-like equations [02039]

TOROSSIAN, C.– Operateurs differentiels invariants sur les espaces symetriques 2 [93015]– Une application des operateurs de Dunkl au theoreme de restriction de Chevalley[94006]

– Une application des operateurs de Cherednik a l’isomorphisme d’Harish-Chandrapour les espaces symetriques [94020]

TORRELLI, T.– Polynomes de Bernstein d’une fonction lisse restreinte a une hypersurface a singu-larite isolee [02022]

– Sur les germes de fonctions meromorphes definis par un systeme differentiel d’ordre 1[02045]

TORRI, V.– Numerical scheme for the 2D Maxwell-Bloch equations modeling ultrashort pulses[04048]

TOUNSSI, A.– Numerical analysis of a model for Nickel-Iron alloy electrodeposition on rotatingdisk electrode [06045]

TUCSNAK, M.– Analysis of a fluid-rigid body problem [98022]– Stabilization of Bernoulli-Euler beams by means of a pointwise feedback force [98043]

82

– Simultaneous exact controllability and some applications [99007]– Simultaneous controllability in sharp time for two elastic strings [00004]– Decay rates for a beam with pointwise force and moment feedback [00045]– Stabilization of second order evolution equations by a class of unbounded feedbacks[00046]

– Global weak solutions for the two dimensional motion of several rigid bodies in anincompressible viscous fluid [01013]

– Uniformly exponentially stable approximations for a class of second order evolutionequations [03027]



– Strong solutions for the Navier-Stokes flow in the exterior of a rotating obstacle[04035]

– An initial and boudary value problem modeling fish-like swimming [06027]– New blow-up rates for fast controls of Schrodinger and heat equations [07020]– Fast and strongly localized observation for the Schrodinger equation [07022]– Solving inverse source problems using observability. Applications to the Euler-Bernoulliplate equation [08026]

TUGAUT, J.– Non uniqueness of stationary measures for self-stabilizing processes [09012]– Stationary measures for self-stabilizing processes : asymptotic analysis in the smallnoise limit 09026]

– Self-stabilizing processes : uniqueness problem for stationary mesures and conver-gence rate in the small noise limit 09036]

83

19 -U-

UNTERBERGER, J.– An application of shift operators to ordered symmetric spaces [00049]– Schrodinger invariance and space-time symmetries [03006]– The Poincare algebra in the context of ageing systems : Lie structure, representa-tions, Appell systems and coherent states [06001]

– The Schrodinger-Virasoro Lie group and algebra : from geometry to representationtheory [06007]

– Supersymmetric extensions of Schrodinger-invariance [06008]– The Schrodinger-Virasoro Lie algebra : a mathematical structure betwen conformalfield theory and non-equilibrium dynamics [06009]

– Stochastic calculus for fractional Brownian motion with Hurst exponent H largerthan 1/4 : a rough path method by analytic extension [07010]

– On vertex algebra representations of the Schrodinger-Virasoro Lie algebra [07011]– Asymptotic pseudomodes of Toeplitz matrices [07038]– A classification of periodic time-dependent generalized harmonic oscillators using ahamiltonian action of the Schrodinger-Virasoro group [08012]

– A central limit theorem for the rescaled Levy area of two-dimensional fractionalBrownian motion with Hurst index H < 1/4 [08031]

– The first order asymtotics of the extreme eigenvectors of certain Hermitian Toeplitzmatrices [08044]

– A Hamiltonian action of the Schrodinger-Virasoro algebra on a space of periodictime-dependent Schrodinger operators in (1 + 1)−dimensions [08047]

– The rough path associated to the multidimensional analytic fBm with any Hurstparameter [08048]

– A stochastic calculus for multidimensional fractional Brownian motion with arbi-trary Hurst index [09006]

– Discretizing the fractional Levy area [09008]– An explicit rough path construction for continuous paths with arbitrary Holderexponent [09010]

– Moment estimates for solutions of linear stochastic differential equations driven byanalytic fractional Brownian motion [09014]

– A Levy area by Fourier normal ordering for multidimensional fractional Brownianmotion with small Hurst index [09024]

– Ordered forests, permutations and iterated integrals [10012]– From constructive field theory to fractional stochastic calculus (I) : The Levy areaof fractional Brownian motion with Hurst index α ∈

(

1

8, 14

)

[10015]– A renormalized rough path over fractional Brownian motion [10016]

84

URBANO, F.– SpinC geometry of Kahler manifolds and the Hodge Laplacian on minimal Lagran-gian submanifolds [05024]

85

20 -V-

VAJAITU, V.– Convexity properties for cycle spaces [00039]– Convexity with respect to line bundles and q−convexity [01055]

VALLOIS, P.– Une classe d’equations differentielles stochastiques non lineaires [94002]– Solutions fondamentales de Ut −

1

2UXX = |UX | [94009]

– The generalized quadratic variation process and Ito formula [94011]– Ito formula for C1-functions of semimartingales [94015]– Asymptotic estimates of solutions of ut−

1

2∆u = −|∇u| in R+ ×Rd, d ≥ 2 [94017]

– Product of two multiple stochastic integrals [94024]– Anticipative Stratonovich equation via Zvonkin’s method [95002]– The range of a simple random walk on Z [95011]– Processus associe a l’equation des milieux poreux [95014]– Level crossing times for certain processes without positive jumps [95028]– Nonlinear self-stabilizing processes I. Existence, propagation of chaos, invariant pro-bability [96016]

– Nonlinear self-stabilizing processes II. Convergence to the invariant probability [96017]– Explicit solutions of some fourth order partial differential equations via iteratedbrownian motion [96043]

– The laws of brownian local time integrals [97038]– Statistical analysis of unidirectional multicracking of coatings by a two-dimensionalPoisson point process [98001]

– Abel transform and integrals of Bessel local times [98003]– Stochastic calculus with respect to continuous finite quadratic variation processes[98020]

– Branching process associated with 2d−Navier Stokes equation [98030]– Hitting times of the range of a birth and death random walk [99001]– A generalized class of Lyons-Zheng processes [99008]– Ito formula for C1,λ− functions of a cadlag process and related calculus [99019]– On independent times and positions for brownian motion [00001]– A solution to Skorokhod’s embedding for linear brownian motion and its local time[00054]

– Asymptotic behaviour of the local score of independent and identically distributedrandom sequence [01028]

– Generalized covariations, local time and Stratonovich Ito’s formula for fractionalbrownian motion with Hurst index H ≥ 1

4[01038]

– Comportement asymptotique du temps de ruine [02017]– Approximation of the distribution of the supremum of a centred random walk. Ap-plication to the local score [02019]

86

– Stochastic modelling of a unidirectional multicracking phenomenon [02037]– m-order integrals and generalized Ito’s formula ; the case of a fractional brownianmotion with any Hurst index [02048]

– On first range times of linear diffusions [03022]– Range of brownian motion with drift[03043]– Levy processes : Hitting time, overshoot and undershoot. I- Functional equations[03055]







– Penalisations of multidimensional Brownian motion, VI [05040]– Penalizing a BES(d) process (0 < d < 2) with a function of its local time, V [05041]– Some penalisations of the Wiener measure [05051]– Actes du groupe de travail en biostatistiques. NANCY mai-juillet 2005 [05054]– On maximum increase and decrease of Brownian motion [06002]– Asymptotics for the distribution of lengths of excursions of a d−dimensional Besselprocess (0 < d < 2) [06013]


– On the excursion theory for linear diffusions [06048]– Actes du groupe de travail en biostatistiques. NANCY septembre 2005 - juin 2006[07006]

– Approximation via regularization of the local time of semimartingales and Brownianmotion [07024]

– Actes du groupe de travail en biostatistiques. NANCY septembre 2006 - juin 2007[08017]


– On subexponentiality of the Levy measure of the diffusion inverse local time ; withapplications to penalizations [08027]

– A family of generalized gamma convoluted variables [08028]– Convergence at first and second order of some approximations of stochastic integrals[08029]

– From persistent random walks to the telegraph noise [08046]– Actes du groupe de travail en biostatistiques. NANCY septembre 2007 - juin 2008

87

[09027bis]– Independence properties of the Matsumoto-Yor type [10025]– Discriminant analyses of peanut allergy severity scores [10034]

VANCOSTENOBLE, J.– Stabilisation faible de l’equation des ondes par un controle non lineaire, non mono-tone [97003]

VAN PROEYEN, A.– Polyvector super-Poincare algebras [03048]

VARCHENKO, A. N.– Around the intersection form of an isolated singularity of hypersurface [87003]

VAUGON, M.– The problem of prescribed critical functions [03002]

VICENTE, J. L.– Phase-field models of solidification [01016]

VICTOIR, N.– On (p, q)−rough paths [04012]

VIENS, F.– Some scaling limits for a Brownian polymer in a Gaussian medium [06016]

VILLE, M.– On twistor spaces with positive algebraic dimension [88001]– Vanishing conditions for the simplicial volume of compact complex varieties [90024]– An application of bounded cohomology to a problem in usual cohomology [90025]– On projective varieties of non-zero simplicial volume [90026]

VOLOVICH, I.– The stochastic Levy Laplacian and Yang-Mills equation on manifolds [00032]

VOLPI, A.– Processus associes a l’equation de diffusion rapide [01061]– Comportement asymptotique du temps de ruine [02017]– Levy processes : Hitting time, overshoot and undershoot. I- Functional equations[03055]


88

VUILLERMOT, P.-A.– Almost-periodic attractors for a class of nonautonomous reaction-diffusion equationson RN [93028]

– Asymptotic behavior of solutions of limiting differential equations [95033]– On the large-time dynamics of a class of random parabolic equations [95034]– Homogeneisation spatiale et equivalence asymptotique pour une classe d’equationsparaboliques semilineaires non autonomes [95035]

– Long-time behavior of solutions to a class of quasilinear parabolic equations withrandom coefficients [95036]


– On the large-time dynamics of a class of parabolic equations subjected to homoge-neous white noise : Stratonovitch’s case [96007]

– On the long-time behavior of solutions to a class of nonlinear degenerate parabolicequations [96025]

– Long-time behavior of solutions to a class of stochastic parabolic equations withhomogeneous white noise : Stratonovitch’s case [97012]

– On the large-time dynamics of a class of parabolic equations subjected to homoge-neous withe noise : Ito’s case [98005]

– Long-time behavior of solutions to a class of stochastic parabolic equations withhomogeneous white noise : Ito’s cas [98019]

– Lyapunov exponents and stability for nonlinear SPDE’s driven by finite dimensionalWiener processes of arbitrary covariance [99011]


– A Wong-Zakaı approximation theorem and a comparison principle for some systemsof parabolic SPDE’s [00025]

– Holder-Sobolev regularity of solutions to a class of SPDE’s driven by a spatiallycolored noise [02012]

– Equivalence and Holder-Sobolev regularity of solutions for a class of non autonomousstochastic partial differential equations [02016]

– Non random invariant sets for some systems of parabolic stochastic partial differen-tial equations [03042]

– Variational solutions for a class of fractional stochastic partiel differential equations[04047]

– A stabilization phenomenon for a class of stochastic partial differential equations[04049]

– Variational solutions for partial differential equations driven by a fractional noise[05014]

– A Trotter-Kato product formula for a class of non-autonomous evolution equations[07031]

– Mild solutions for a class of fractional SPDEs and their sample paths [07037]– A Trotter-Kato product formula for a class of non-autonomous evolution equations[08007]

– A general Trotter-Kato formula for a class of evolution operators with examples

89

[08039]– A generalization of Chernoff’s product formula for time-dependent operators [09028]– Product approximations for solutions to a class of evolution equations in Hilbertspace [10021]

– Bernstein diffusions for a class of linear parabolic partial differential equations[12002]

90

21 -W-

WANTZ, S.– Un phenomene d’instabilite pour l’equation de Burgers 2-dimensionnelle [95021]– Comportement des temps d’atteinte d’une diffusion fortement rentrante [95038]– Processus non lineaire autostabilisant reflechi [96035]– Study of a Brownian impulse [98045]– Schema de simulation de la loi de certaines E.D.S. bidimensionnelles presentantlocalement des coefficients de tres grande amplitude [00003]

WEISS, G.– Simultaneous exact controllability and some applications [99007]

WEISSLER, F. B.– Self-similar solutions of the pseudo-conformally invariant nonlinear Schrodinger equa-tion [92019]

WILLIAMS, K. S.– The distance between ideals in the orders of a real quadratic fields [90001]– On the form of the fundamental unit of certain quadric fields [91006]– Infrastructure des classes ambiges d’ideaux des ordres des corps quadratiques reels[91007]

– The Chowla-Selberg formula for genera [95012]

WINKELMANN, J.– Holomorphic self-maps of parallelizable manifolds [96002]– Non-degenerate maps and sets [03018]– A splitting criterion for two-dimensional semi-tori [03026]– Dense random finitely generated subgroups of Lie groups [03035]– An example related to Brody’s theorem [04006]– The second main theorem for holomorphic curves into semi-abelian varieties II[04021]

– Degeneracy of holomorphic curves into algebraic varieties [05038]– A projective manifold where entire and Brody curves behave very differently [05039]– On manifolds with trivial logarithmic tangent bundle : the non-Kahler case[05049]– A brody theorem for orbifolds [06020]

WOLF, J.– A generalized class of Lyons-Zheng processes [99008]

91

WRESZINSKI, W. F.– A Trotter-Kato product formula for a class of non-autonomous evolution equations[07031]


– A general Trotter-Kato formula for a class of evolution operators with examples[08039]

– Product approximations for solutions to a class of evolution equations in Hilbertspace [10021]

WRZOSEK, D.– The Becker-Doring model with diffusion. II. Long time behaviour [97004]– Coagulation model with partial diffusion [98002]– The discrete coagulation equations with collisional breakage [00030]

WU, J.– Nombres B -libres dans les petits intervalles [91024]– Theoremes generalises de Bombieri-Vinogradov dans les petits intervalles [91025]– Sur l’equation p+ 2 = P2 dans les petits intervalles [92005]– Distributions des nombres B -libres [92017]– Le plus grand facteur premier des entiers dans un petit intervalle [93008]– Sur un probleme de Renyi [93023]– Distance entre nombres B -libres consecutifs [94032]– The square free divisor problem [95017]– Exponential sums for monomials and their applications [96003]– On the asymptotic behaviour of the number of subgroups of finite Abelian groups[96009]

– On the sum of exponential divisors of an integer [97006]– Multiple exponential sums with monomials and their applications in number theory[97037]

– Numbers with a large prime factor [98017]– On some asymptotic formulæ of Ramanujan [00040]

92

22 -Y-

YACOUB, C.– Spherical analysis on harmonic an groups [94033]

YAMAMOTO, Y.– Infrastructure des classes ambiges d’ideaux des ordres des corps quadratiques reels[91007]

YAMANOI, K.– The second main theorem for holomorphic curves into semi-abelian varieties II[04021]

– Degeneracy of holomorphic curves into algebraic varieties [05038]

YASSINE, A.– Algorithmes de sous-gradients pour la resolution du probleme d’analyse multidi-mensionnelle des tableaux de dissimilarite [92030]

– Algorithmes de sous-gradients pour calculer les valeurs propres extremes d’une ma-trice symetrique reelle [95005]

YEBARI, N.– Optimal decay rate of energy for a wave equation with boundary feedback [01026]– Points d’equilibre pour une equation des ondes avec controle frontiere contenant unterme integral [01030]

YOKOTA, H.– Length and denominators of egyptian fractions III [89016]

YOR, M.– The laws of brownian local time integrals [97038]– Abel transform and integrals of Bessel local times [98003]– A stochastically quasi-optimal algorithm [99003]– On independent times and positions for brownian motion [00001]– A solution to Skorokhod’s embedding for linear brownian motion and its local time[00054]

– Couples de Wald indefiniment divisibles. Exemples lies a la fonction gamma d’Euleret a la fonction zeta de Riemann [04005]



93

– Some connections betwen (sub)critical branching mechanisms and Bernstein func-tions [04058]




– Penalisations of multidimensional Brownian motion, VI [05040]– Penalizing a BES(d) process (0 < d < 2) with a function of its local time, V [05041]– Some penalisations of the Wiener measure [05051]– Asymptotics for the distribution of lengths of excursions of a d−dimensional Besselprocess (0 < d < 2) [06013]



– On the excursion theory for linear diffusions [06048]– Two examples of functional penalisations of Brownian motion, VIII [07013]– Generalized Gamma convolutions, Dirichlet means, Thorin measures wit explicitexamples [07029]

– An alternative expression for the Black-Scholes formula in terms of Brownian firstand last passage times [08008]

– Local limit theorems for Brownian additive functionals and penalisation of Brownianpaths, IX [08010]


– Ten penalisation results of Brownian motion involving its one-sided supremum untilfirst and last passage times, VIII [08021]



– A family of generalized gamma convoluted variables [08028]– Put option prices as joint distribution functions in strike and maturity : the Black-Scholes case [08041]

– Existence and properties of pseudo-inverses for Bessel and related processes [08050]– An interesting family of Black-Scholes perpetuities [08054]– Existence of pseudo-inverses for diffusions [08055]– Constructing self-similar martingales via two Skorokhod embeddings [10010]

94

23 -Z-

ZAGREBNOV, V. A.– A Trotter-Kato product formula for a class of non-autonomous evolution equations[07031]


– A general Trotter-Kato formula for a class of evolution operators with examples[08039]

ZAMBRINI, J.-C.– Bernstein diffusions for a class of linear parabolic partial differential equations[12002]

ZHANG, B.-Y.– Global stabilization of the generalized Korteweg-de Vries equation posed on a finitedomain [05023]

– Control and stabilization of the Korteweg-de Vries equation on a periodic domain[09016]

– Control and stabilization of the nonlinear Schrodinger equation on rectangles [10005]

ZHANG, G.– Hua operators and Poisson transform for bounded symmetric domains [05020]– Hua operators, Poisson transform and relative discrete series on line bundle overbounded symmetric domains [11017]

ZHANG, X.– Lower bounds for the eigenvalues of the Dirac operator.Part I. The hypersurface Dirac operator [00023]

– Lower bounds for the eigenvalues of the Dirac operator.Part II. The submanifold Dirac operator [00029]

– Eigenvalues of the Dirac operator on manifolds with boundary [00033]– Dirac operator on embedded hypersurfaces [00037]– Conformal lower bounds for the Dirac operator of embedded hypersurfaces [00047]– The Dirac-Witten operator on spacelike hypersurfaces [01049]

ZOCHOWSKI, A.– On topological derivate in shape optimization [98016]– Topological derivatives for elliptic problems [98028]– Topological derivative for optimal control problems [99013]– Topological derivatives of shape functionals for elasticity systems [99035]

95


– On numerical solution of shape inverse problems [00024]– Optimality conditions for simultaneous topology and shape optimization [01008]– On stability analysis in shape optimisation : critical shapes for Neumann problem *[02046]

– Topological optimisation for contact problems [03025]– Topological derivatives for obstacle problems [05012]– Asymptotic analysis and topological derivatives for shape and topology optimizationof elasticity problems in two spatial dimensions [07016]

– Energy change in elastic solids due to a spherical or circular cavity, consideringuncertain input data [07032]


ZOHOORIAN AZAD, E.– Limit law of the length of the standard right factor of a Lyndon word [04029]

ZOU, J.– The Fourier singular complement method for the Poisson problem.Part II : axisymmetric domains [04018]

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