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Publication List

Ganquan Xie

(page 1-10)

And

Curriculum Vita

(page 11-17)

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Journal Papers (1) G.anquan Xie, F. Xie, L. Xie, and J. Li, "New GL method and its advantages for

resolving historical difficulties," Progress In Electromagnetics Research, PIER 63, 141-152, 2006.

(2) G.anquan. Xie, J. Li, L. Xie, and F. Xie, “A GL METRO CARLO EM

INVERSION”, Journal of Electromagnetic Waves and Applications, Vol. 20, No. 14, 1991–2000, 2006

(3) Ganquan Xie, Chien-Chang Lin, F. Hseih, J. Li, and C.S. Chen, 2003, GILD EM

Modeling In Geophysics And Nanometer Materials Using A Magnetic Field Integral

Equation, “Three Dimensional Electromagnetics III”. Vol. 3, P 11-26

(4) C. S. Chen, F. Xie , D. Zuo, J. Li, C. C. Lin, and G. Xie, 2003, Magnetotelluric

Modelling And Inversion For Earthquake Studies In Taiwan, Accepted to be publish in

“Three Dimensional Electromagnetics III”. Vol. 3, P 58 - 72

(5) Ganquan Xie, Chien-Chang Lin, Jianhua Li, 2003, GILD EM modeling

in nanometer material using magnetic field integral equation. published

in J. MATHMATICA APPLICATA, 2003, 16(2), 149-156.

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(6) Chien-Chang Lin, Ganquan Xie, Jianhua Li, 2003, Deformation analysis for materials

using GILD modeling method, The Chinese Journal of Mechanics-Series A, Vol. 19,

No. 1, P. 73-81.

(7) Ganquan Xie, Jianhua Li, Chien-Chang Lin, 2002, New SGILD EM modeling and

inversion in Geophysics and Nano-Physics: Three Dimensional Electromagnetics,

vol.2 193-213.

(8) Ganquan Xie, Chien-Chang Lin, Jianhua Li, Bojun Lin, and Shi Geng Hu, 2002,

Relationship Between Modeling and Inversion and Measurement: Invited Plenary Talk

In 2nd International Symposium on Instrumentation Science and Technology (ISIST).

Pubsished in the proceeding of the international ISIST. To be published in Journal

of computational Sciences.

(9) Ganquan Xie and Jianhua Li, 1999, New parallel SGILD modeling and inversion Physics D, V. 133, P. 477-487. (10) Ganquan Xie and Jianhua Li, 1999, New parallel GILD-SOR modeling and

inversion for E-O-A strategic simulation: IMACS series book in computational and applied math. V. 5. P.123-138.

(11) Ganquan Xie, Jianhua Li, Ernest Majer, Daxin Zuo, and Michael Oristaglio, 2000, 3-D electromagnetic modeling and nonlinear inversion: Geophysics, 65, no.3, 804-822.

(12) Ganquan Xie and Jianhua Li, 1998 New 3D parallel GILD modeling and

nonlinear inversion, IMACS series book in computational and applied math. V. 4, p. 135-140.

(13) S. W. Wang, J. Liu, and Ganquan. Xie, 2-D acoustic wave equation inversion combing plane wave seismograms with well logs: Geophysics, vol. 61, 735-741 1997. (14) Ki Ha Lee and Ganquan Xie, A new approach to imaging with low-frequency electromagnetic fields: Geophysics, vol. 58, no. 6, 780-796, 1993. (15) Ganquan Xie and Jianhua Li, 1999, A new algorithm for 3-D nonlinear

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electromagnetic inversion. 3-D Electromagnetic Methods, SEG book, P. 193-207. Editor: Oristaglio and Spies.

(16) .Jianhua Li and Ganquan Xie, 1995, A 3D cubic-hole element and its

application in resistivity imaging. 3-D Electromagnetic Methods, Proceedings of the International Symposium on Three-dimensional electromagnetics in Schlumberger-Doll Research, 1995, P. 415-419. SEG book, P. 591-599. 1999, Editor, Oristaglio and Spies..

(17) . Ganquan Xie and Qisu Zou, A parallel numerical method for solving 3-D

scattering problem: Computer physics communications. vol. 65. p. 320-326, 1991.

(18) A. Ram and Ganquan Xie, Uniqueness result for inverse problem of geophysics

Appl. Math. Letter, vol. 3, no. 3, 1990. (19) Ganquan Xie and Jianhua Li, A characteristic iteration for solving inverse

problems of a wave equation: J. Comput. Math., vol. 6 , no.3. 1990. M.R. 9065267. .

(20) Ganquan Xie and Y. M. Chen, Nonlinear integral equation of inverse scattering

problems of wave equation and iteration, J. of computational mathematics, vol. 9, no.3, 1989. .

(21) Ganquan Xie and J. Li, Nonlinear integral equation of coefficient inversion of

acoustic wave equation and TCCR iteration: Science In China, vol. 31, no.12, 1989.. .

(22). Ganquan Xie and J. Li, 3-D nonlinear inversion of the wave equation using

integral equation: Science In China, vol. 3, no.12, 1988. . (23). Ganquan Xie and J. Li, New iterative method for solving inverse scattering

problem of 3-D wave equation: Science In China (series A) vol. 31, no.10, 1988. Zbl Math.35079. .

(24) Ganquan Xie, J. Li, and Y. M. Chen, Gauss-Newton-Regularizing method for

solving coefficient inverse problem of PDE. J. Comput. Math. vol. 5, no 1. 38-49, 1987. Math. Review . 88m:65142, .

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(25). Ganquan Xie, Numerical Method of 2-D inverse scattering Problem. Geophysics

of China, 1987.(Chinese) . (26). Ganquan Xie, A new iterative method for solving the coefficient inverse problem

of wave equation, Communication on pure and applied math., vol. 39, 307-322, 1986. Math. Review 87g:65108 .

(27). Ganquan Xie and Y. M. Chen, A modified pulse spectrum technique for solving

inverse problem of two-dimensional elastic wave equation. Appl. Numer. Math. vol. 1, no 3. p. 217-237, 1985. Math. Review . 86e:73023., .

(28) Y. M. Chen and Ganquan Xie, A numerical method for simultaneous

determination of bulk modulus, shear modulus and density variations for nondestructive evaluation: Nondestructive Testing Communication, vol. 1, p. 125-135, 1984.

(29) Lin Qun and Ganquan Xie, Accelerating the finite element method in

eigenvalue problems. Chinese Science Bulletin, vol. 26, no.8, 1981.(Chinese) . . HUNAN SCIENTIFIC PRIZE.

(30). Ganquan Xie, 1981 A fast convergent finite element method for computation of

nonlinear magnetic induction and corresponding generalizations. Advances in computer method for PDE. v. 4, IMACS. .

(31) Ganquan Xie, Finite element method for computation of nonlinear magnetic

induction and its applications. J. comput. math. vol. 2, no.8, 1980, (Chinese). . (32). Ganquan Xie and J. Li, A new approach for solving large scale semi-definite

symmetry matrix equation: J. Computational mathematics (Chinese), vol. 3, no.12, 1981.

(33). Ganquan Xie and J. Li, Direct method for solving linear algebra equations with

semi positive definite matrix. Acta math. appl. sinica vol. 4 , no.3. 195-20. 1981 (Chinese). M.R. 83e:15004. .

(34) Ganquan Xie, Analysis of finite element method for minimum of convex

functional. Acta math. appl. sinica, vol. 3, no.1, 1980 (Chinese) M.R.

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83d:65301. . (35) Ganquan Xie, Minimum subsurface simulation using nonlinear finite element

method. J. Computational mathematics (Chinese), vol. 1, 1980 (36). Ganquan Xie, J. Li, and C. Wu, Finite element method of the electromagnetic

field in the large scale electric motor: Transform, 1979. (37). . Ganquan Xie, Jianhua Li, and Y. Cai, Stress Galerkin distribution in the finite

element method. J. mathematical practice and cognition, vol. 7, no.2. 1978. . (38) Ganquan Xie, The first order finite element and its application. J. mathematical

practice and cognition, vol. 4 , no.6, 1976 (39) Ganquan Xie and Jianhua Li, The 3-D finite element method and its applied

software in complex structure. Comput. mechanics, vol. 3, no.6, 1976. (40). Ganquan Xie, 1975, The 2-D mixed finite element method and its application in

dam stress analysis. J. mathematical practice and cognition, vol. 3, no.8, 1975 (41) Ganquan Xie, The 3-D finite element method in the elastic structure. J.

mathematical practice and cognition, vol. 3, no.1, 28-41, 1975 , In this paper, We Developed Three Dimensional Finite Element FIRST IN CHINA.

(42). Qisu Zou and Ganquan Xie, A parallel computational algorithm for an inverse

problem of low frequency: Computer physics communications. vol. 65. p. 337-332, 1991.

Conference proceeding Papers

1. Ganquan Xie, F. Xie, and J. Li, “New GL Method and Its Advantages for Resolving Historical Difficulties”, Progress In Electromagnetics Research

Symposium 2006, Cambridge, USA, March 26-29 306-311 2. Ganquan Xie, J. Li, and F. Xie, “2.5D AGILD Electromagnetic Modeling and Inversion”, Progress In Electromagnetics Research Symposium 2006, Cambridge,

USA, March 26-29 390-394

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3. Jianhua Li, Ganquan Xie, L. Xie, and F. Xie, “New Stochastic AGLID EM Modeling and Inversion”, Progress In Electromagnetics Research Symposium 2006,

Cambridge, USA, March 26-29 490-494 4. Ganquan Xie, J. H. Li, J. Li, and F. Xie, “3D and 2.5D AGLID EMS Stirring Modeling in the Cylindrical Coordinate System”, Progress In Electromagnetics

Research Symposium 2006, Cambridge, USA, March 26-29 505-509

5. Ganquan Xie, Jianhua Li, and Feng Xie, “Advanced GILD EM Modeling and Inversion”, Progress In Electromagnetics Research Symposium 2005, Hangzhou,

China, August 22-26 105 - 109

6. Ganquan Xie, Jing Li, and Jianhua Li, “New AGILD EMS Electromagnetic Field

Modeling”, Progress In Electromagnetics Research Symposium 2005, Hangzhou, China, August 22-26 168 – 172. 7. Ganquan Xie, Feng Xie, and Jianhua Li, “New GL and GILD Superconductor Electromagnetic Modeling”, Progress In Electromagnetics Research Symposium 2005,

Hangzhou, China, August 22-26, 173 – 177. 8. J. Li , Z. Q. Lai, J. H. Li and G. Q. Xie, “The KMD EMS System in Chinese Continuous Casting”, Progress In Electromagnetics Research Symposium 2006,

Cambridge, USA, March 26-29, (abstract), 470. 9. J. Li, M. Oristaglio, F. Xie, and G. Xie, “New 2.5D/3D AGILD Geophysical EM Multiple Cross Holes’ Imaging”, Progress In Electromagnetics Research Symposium

2006, Cambridge, USA, March 26-29, (abstract), 470.

10. Ganquan Xie, Jianhua Li, Feng Xie, “New Global and Local Electromagnetic Field Modeling and Inversion” Progress In Electromagnetics Research Symposium

2005, Hangzhou, China, August 22-26, (abstract), 68. . 11. Ganquan Xie1, Jing Li2, Jianhua Li1, “New AGILD EMS Electromagnetic Field Modeling“, Progress In Electromagnetics Research Symposium 2005, Hangzhou,

China, August 22-26, (abstract), 179.

12. Jing Li, Ganquan Xie, Zhiqiang Liao, “Electromagnetic Stirring Using GL Electromagnetic Field”, Progress In Electromagnetics Research Symposium 2005,

Hangzhou, China, August 22-26, (abstract), 180.

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13. Zhiqiang Liao, Jing Li, Ganquan Xie, “Applications and Advantages of the KMD EMS System”. Progress In Electromagnetics Research Symposium 2005, Hangzhou,

China, August 22-26, (abstract), 181.

14. Tieqi Wang and Ganquan Xie, “Nondestructive Testing Using a New GL Electromagnetic Inversion”, Progress In Electromagnetics Research Symposium 2005,

Hangzhou, China, August 22-26, (abstract), 185 15. Ganquan Xie, Feng Xie, Jianhua Li, “A New EM Integrodifferential Equation and GL Method”, Progress In Electromagnetics Research Symposium 2005, Hangzhou,

China, August 22-26, (abstract), 294. 16. Ganquan Xie, Jianhua Li, Feng Xie, “A New GL EM Modeling and Inversion Based on Dual Boundary Integral Equation”, Progress In Electromagnetics Research

Symposium 2005, Hangzhou, China, August 22-26, (abstract), 298

17. Jianhua Li, Ganquan Xie, and Chein Chang Lin, 2002, 2.5 dimensional GILD electromagnetic modeling and inversion, SEG annual meeting proceeding 2002,

18. Jianhua Li, Chien-Chang Lin, Ganquan Xie,, Jiubin Tan ,K. Y. Chang, Jiaqi Liu , 2002,.

Two and half GILD electromagnetic modeling in micro materials, international ISIST.

19. Ganquan Xie, Jianhua Li, and C. C. Lin, Three dimensional stochastic

electromagnetic Modeling and inversion, Three Dimensional Electromagnetics II Proceeding. 2000

20. Ganquan Xie and Jianhua Li, GILD method and GILD effect in Global and Local

ences. Proceeding of Americal Geophysical Unit Annual Meeting, 12, 2001.

21. Ganquan Xie, Jianhua Li, and Ernest Majer, 1998, New 3D parallel SGILD modeling and nonlinear inversion for geophysical and hydrological coupled high resolution imaging. Proceedings of the 4 th SEGJ international symposium (December of 1998 in Tokyo) p. 253-259

22. Ganquan Xie, Jianhua Li, and Ki Ha Lee, 1998, New 2.5D GILD-Born modeling and inversion using magnetic integral equation. Proc. of the 3 rd REAG int. symposium (December of 1998 in Kyoto).

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23. Ganquan Xie, Jianhua Li , and Paul Witherspoon, 1999, SGILD modeling and inversion for single phase flow. To be published in Proceedings of Dynamics of Fluids in Fractured Rocks: Concepts and Recent Advances. 24. Ganquan Xie and Ernest Majer, 1998, Determination of the distance between crosshole using radar South Pole, Proceedings in American Geophysical Union annual meeting in San Francisco. 25. Ganquan Xie and Jianhua Li 1998, New 2.5D GILD EM and seismic modeling and inversion , Proceedings in American Geophysical Union annual meeting in San Francisco. 26. Ganquan Xie, Jianhua Li, George Moridis, and Ernest Majer, 1998, 3D boundary-domain finite element method for electromagnetic modeling, Proceedings of SEG International Exposition and 68 the Annual Meeting. 417-420. 27. Ganquan Xie. and Jianhua Li., 1997, A new 3D parallel high resolution electromagnetic nonlinear inversion based on global integral and local differential decomposition: LBNL report, LBNL-40265 28. Ganquan Xie and Jianhua Li, 1997, 3D extrapolating electromagnetic imaging, Proceedings of Progress in Electromagnetics Research Symposium, Cambridge, Massachusetts, 756. 29. Ganquan Xie, Ki Ha Lee, Jianhua Li, and Daxin Zuo, 1997, Q - wave transform using Spline function, Proceedings of Progress in Electromagnetics Research Symposium, Cambridge, Massachusetts, 391. 30. Jianhua Li, Ganquan Xie, and Ki Ha Lee, 1997, Finite element ray tracing tompgraphy, Proceedings of Progress in Electromagnetics Research Symposium, Cambridge, Massachusetts, 577. 31. Jianhua Li, Ganquan Xie, and Ernest Majer, 1997, A parallel method for simulation of seismic wave propagation, Proceedings of Progress in Electromagnetics Research Symposium, Cambridge, Massachusetts, 323. 32. Jianhua Li and Ganquan Xie, 1998, Stochastic GILD backward simulation for multiple porosity media, presented in CCMI meeting.

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33. Ganquan Xie, Jianhua Li, and Daxin Zuo, 1997, 3D electromagnetic imaging using a new parallel GILD nonlinear inversion: Proceedings of SEG International Exposition and 67 th Annual Meeting. 414-417. 35. Ganquan Xie, Ki Ha Lee, Jianhua Li, Louise Pellerin, and Daxin Zuo, 1996, 3-D fast finite element Born acceleration electromagnetic imaging using integral equation: Proceedings of SEG International Exposition and Sixty-Sixth Annual Meeting. 261-265. 36. Ganquan Xie, J. Li, and Ki Ha Lee, 1995, New 3D nonlinear electromagnetic inversion: Proceedings of the International Symposium on Three-dimensional electromagnetics in Schlumberger-Doll Research, 1995, 405-414. 37. Ki Ha Lee, Ganquan Xie, G. M. Hoversten, and Louise Pellerin, 1995, EM imaging for environmental site characterization: Proceedings of the International Symposium on Three-dimensional electromagnetics in Schlumberger-Doll Research. 38. Ganquan Xie, Jianhua Li, and Ki Ha Lee, 1995, A new parallel 3D numerical modeling for the electromagnetic field, Proc. of the SEG international exposition & 65th annual meeting, 821-824 39. Jianhua Li, Ki Ha Lee, Iraj Javandel, and Ganquan Xie, 1995, Nonlinear three-dimensional resistivity imaging for direct current data: Proceedings of the SEG international exposition & 65th annual meeting, 250-253. 40. Ganquan Xie, Jianhua Li, and Ki Ha Lee, Annealing regularizing method for geophysical high resolution imaging": Proceedings of the 3rd International SEG/Japan conference in Tokyo.102-109, Nov. 8-10. 41. Ki Ha Lee and Ganquan Xie, Electrical and EM method for high resolution subsurface imaging, Proceedings of the 3rd International SEG/Japan conference in Tokyo. 23-30, Nov. 8-10, 1995. 42 Ganquan Xie, Time convolution characteristic regularizing (TCCR) method for coefficient inverse problem of 3-D elastic wave equations. Proceedings of SEG fifty-ninth annual international meeting and exploration. vol. 2, p. 1004-1007, 1989.

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43 Ganquan Xie, A parallel numerical algorithm for solving 2D/3D inverse problem of wave propagation, proceeding of IMACS 1st international conference on computational physics, 1988 and J. comput. math. vol. 6, no. 5, 1988. 44 Ganquan Xie, 1981 A fast convergent finite element method for computation of

nonlinear magnetic induction and corresponding generalizations. Advances in computer method for PDE. v. 4, IMACS.

45. Ganquan Xie and Jianhua Li, “3D Finite Element Method and its applications”, Chinese computer and computational conference, Beijing, 1974, August, P. 38-55

There were other 48 other papers and technique reports by Ganquan Xie and Jianhua Li at GL Geophysical Laboratory of USA , Lawrence Berkeley Laboratory of USA , and Hunan Computer Research Institute or other institutes in China.

Ganquan Xie Resume is from next page

11-20

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Curriculum Vita

Ganquan Xie

Education B. S. in Applied Mathematics, Mechanics and Computer Sciences, Hunan University of China, 1966. Ph.D., SUNY at Stony Brook, Applied Mathematics, 1984. Postdoctoral Fellowship, Courant Institute of Mathematics, New York University, 1984- 1986.

Areas of Specialization � Applied Mathematics, Mechanics and Applied Physics � Computational Physics and Computational Mechanics and Geophysics � Electromagnetic theory and computational modeling and inversion and

application � Elastic and plastic theory and computational modeling and inversion and

application � Acoustic theory and computational modeling and inversion and application � Thermal computational modeling and inversion and application � Flow computational modeling and inversion and application � Nanometer material and superconductor EM modeling and inversion

Employment Experience Oct., 2001. – present, Senior Professor and scientist, GL Geophysical Laboratory, USA Feb., 1991 – Sept., 2001, Staff Scientist, Lawrence Berkeley National Laboratory. USA 1990 Visiting Professor, Kansas State University. USA

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1989 Visiting Professor, State University of New York at Stony Brook. USA 1986-1988, Professor, Hunan Computer Research. Inst., Changsha, China 1987-1988. Visiting Professor Geophysics, Chengdu Geology College and Dalian Technology University, Chendu, China. 1969-1980 Research Associate, Hunan Computer Center, Changsha, China.

Main Contributions � New 3D and 2.5D Global and Local (GL) Electromagnetic (EM), elastic seismic,

acoustic, quantum EM (QEM) and flow modeling and inversion and applications in sciences, engineering and finances. (2004 – present).

GL Modeling And Inversion Is A Breakthrough Development. GL Modeling And Inversion Method Resolve Historical Difficulties of Finite Element Method and Finite Difference Method. � 3D/2.5D GL modeling and inversion is novel method. It is breakthrough

development and resolved historical difficulties of FEM and FD and Born approximation. Two papers are published in PIER 63 and JEMWA 20, 2006. The 3D/2.5D GL method works are list as follows

2004 New 3D/2,5D GL EM modeling and inversion in Geophysics

2004 New 3D/2.5D GL EM modeling and inversion in EM cast stirring

2004-2005 New 3D/2.5D GL EM superconductor modeling and inversion

2005- 2006

New 3D/2.5D GL EM and micro mechanical modeling and inversion for nanometer materials and finances

2005-2006 New GL quantum EM modeling

� New 3D and 2.5D GL Metro Carlo EM, elastic seismic, acoustic, and flow

inversion and applications in sciences, engineering and finances. ( 2004 –present )

� New 3D and 2.5D Stochastic Global and Local (GL) Electromagnetic (EM),

elastic/plastic seismic, acoustic, and flow modeling and inversion and applications in sciences, engineering and finances (2004 – present) � 3D/2D GL stochastic and Metro Carlo inversion research works from 2004

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to 2006

2004- 2005

3D/2,5D GL Stochastic EM and mechanical modeling and inversion in superconductor material and nanometer materials

2006 3D/2.5D GL Metro Carlo EM, elastic/plastic, acoustic, seismic, flow modeling and inversion in geophysical, EM Stirring, atmosphere, antenna radar, and finances

� 3D and 2.5D Advanced Global Integral and Local Differential (AGILD) parallel

electromagnetic, seismic, mechanics, acoustic, QEM and flow modeling and inversion and application ( 2003 – present) � 3D/2.5D AGILD EM and mechanical modeling inversion research works

from 2003 to 2006

2003- 2004

3D/2,5D AGILD EM, mechanical, flow joint modeling and inversion for geophysics and materials

2005 3D/2,5D AGILD EM, thermal, flow joint modeling and inversion for atmosphere, steel and metal casting stirring,

2005 AGILD QEM modeling

2006 3D/2,5D AGILD financial modeling in time domain

� 3D and 2.5D Stochastic SAGILD parallel Electromagnetic Modeling and

Inversion and Applications in Electromagnetic, Superconductor, Materials and Nanometer Materials, Finances and Geophysics. (2002 – present) � 3D/2.5D AGILD and stochastic SAGILD EM and mechanical modeling

inversion research works from 2003 to 2006

2001- 2002

3D/2,5D stochastic SGILD EM modeling and inversion for geophysics, materials and nondestructive test

2002- 2003

3DAGILD mechanical modeling for nanometer materials

2002-2003 3D GILD EM and TEM modeling and inversion and application

� 3D/2D Stochastic Global Integral and Local Differential EM and seismic

modeling and inversion (1998 – 2001 ) � 3D/2.5D SGILD EM and and seismic modeling and inversion

(1998-2001)

1998 2.5D electromagnetic modeling for vertical EM profile

1999 2,5D GILD EM modeling simulations

2000- 2,5D GILD EM modeling for geophysics

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2001

� 3D/2.5D Global Integral and Local Differential (GILD) EM modeling and

inversion algorithm (1996 – 1997 )

1996-1997 2D multiple inductive array lodging modeling

1996-1997 3D GILD EM modeling and inversion algorithm for geophysics

� New 3D and 2.5D Magnetic field differential integral equation. (1995) � New 3D and 2.5D Electric field differential integral equation (1995) � New 3D/2D GRRI MT inversion algorithm and software (1993-1994) � 3D new magnetic integral equation and new 3D EM modeling and inversion

algorithm (1994-1995) � 3D/2D EM modeling and nonlinear inversion research works

1993 -1994

New 3D/2D GRRI MT inversion algorithm and 2D MT simulation

1995 3D new magnetic integral equation and 3D EM modeling algorithm

� New 3D/2D electromagnetic and seismic wave field transform and high

resolution tomography.(1991-1993) � 3D/2D EM and seismic tomography imaging research works during 1991 -

1993

1991 A new inverse method to translate EM confusion data to the pseudo- seismic data in time domain

1982 A new inverse method to translate EM confusion data to the pseudo- seismic data in frequency domain

1993 3D/2D electromagnetic and seismic tomography imaging for geophysical oil exploration and nondestructive detection and material sciences

� A 3D novel integral geometry inversion method for wave velocity (1985-1990)

� Novel inversion method research works in the period of 1985 - 1990

1984 -1985

A new iterative method for solving the coefficient inverse problem of wave equation

1986 -1987

3D/2D acoustic wave propagation and new velocity nonlinear inversion using time domain characteristic convolution regularizing

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(TCCR) integral geometry method.

1988- 1889

3D/2D parallel elastic wave propagation and new velocity nonlinear inversion using time domain characteristic convolution regularizing (TCCR) integral geometry method.

1989 3D parallel TCCR inversion and software

1990 A new parallel TCCR inversion algorithm and application

� New elastic and acoustic differential integral volume equation for

elastic and acoustic modeling and inversion.(1981-1983)

� Advanced Pulse Spectrum Technology MPST inversion algorithm and theory (1981-1984) � Advanced MPST inversion algorithm and theory and new elastic integral

equation (1981-1984)

1982 -1984

PhD Thesis: "Theoretical Analysis and Computational Method of Inverse Problem of the Wave Equation." Three papers were published from the above thesis.

1982 -1984

2D/3D elastic wave modeling and velocity inversion

1981 -1982

A new direct generation algorithm of inverse FEM stiff matrix

1981-1983 A new elastic and acoustic differential volume integral equation

1983 A new interpolation for singularity integral equation.

� A convex functional Finite Element Method algorithm and theoretical analysis

for nonlinear electromagnetic, flow, and mechanical PDE equation (1975) � FEM works in the period of 1975 - 1980

1975 -1976

An acceleration FEM method for solving nonlinear magnetic field In the motor and transform and Dacy flow

1975 -1976

Nonlinear finite element theoretical analysis on minimization of convex functional in China.

1978- 1980

A new accelerating FEM for solving Eigen - problem and nonlinear PDE and IE

� 3D Finite Element Method and software was developed first in China in

1970-1972 � FEM works in the period of 1968 - 1974

1968 Structure mechanics and electr Structure mechanics and electric energy network computation

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1969 -1970

2-D finite element methods based on variation principle and applications.

1970 -1972

First of China, 3D Finite Element Method and software was developed

1973-1974 Again using finite element method for high accurate stress

1973 -1974

Mixed energy principle and first order finite element method and code

Honors and Awards

• Member of the ELECTROMAGNETIC ACADEMY

• 1978 Chinese National Scientific Prize for development of 3D finite element method and software first of China.

• 1978 Hunan Provincial Scientific Prize for fast convergent computation of FEM of the convex functional nonlinear elliptic equation.

• 1980 Hunan Provincial Scientific Prize for method of accelerating FEM on spectrum of operator equation.

• 1988 Gauming Daily on 1/14/1988, report about Xie et al.’s achievements of "New 3D seismic wave inversion method and software"

• 1997 World Journal , People Daily, and China Geology and Mineral Resources News

• Who’s Who in Electromagnetics, Who’s Who in the world and Who’s Who in American recorded Ganquan Xie’s information and achievements from 1989 to present.

Academic Activities � Technology Committee Member of PIERS � Editor of Journal Pier etc. � Invited talks were presented in many conferences and Universities in USA

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China, Taiwan, Hong Kang and Japan. � Visiting Professor in the Universities in China and Taiwan

• Session Chairman and Organizer of 1. “Farady Electromagnetic Modeling and Inversion”. 2. “Maxwell Electromagnetic Modeling and Inversion” 3. “Einstein Electromagnetic Modeling and Inversion” of Progress In

Electromagnetic Research (PIERS 2005) in Hongzhuo., August 22,2005

• Session Chairman and Organizer of 1. “Electromagnetic Modeling and Inversion and Applications I” 2. “Electromagnetic Modeling and Inversion and Applications II” 3. “Electromagnetic Modeling and Inversion and Applications III” of Progress

In Electromagnetic Research (PIERS 2006) in Cambridge of USA, March 26-29, 2006

Memberships Society Exploration Geophysicists, member (1992-present) American Geophysical Union, member (1993-present) Society Industrial Applied Mathematics, member (1985-1991) Council of Computational Society of China (1976-1988) Society of Computational Mathematics and Software in Hunan, Chairman (1984-1990) B�C�D�E F�G�H�I�J�K�L�M

P. D. LAX N O�P Q (page 18-19)

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