◇◇新语丝(www.xys.org)(xys.dxiong.com)(xys1.dyndns.org)(xys888.dyndns.org)◇◇

我看何吉欢廖世俊之争

方舟子办新语丝以净化学术环境，实为难能可贵。这不是他一个人的事，而是广
大学仁共同的事业。所以理应以实际行动支持之。

近读何-刘争端诸条，发现事乃起因于何-廖之争，只不过廖教授手腕高超，成功
导向另论，看来何副教授与长江教授是有差距啊。

到底何廖谁人造文章？不才不敢断言。在http://www.isiknowledge.com
查证了两位高手的相关论文及其引用情况，在下只将可查到的试列如下，以供诸
公鉴赏。也许两位更有佳作未被此系统收录，故不一定全面反映两位学问造诣。
只是，文章多也不见得就是“造”出来的，而文章少也不一定就表明严谨而学问高。
对比这些资料可见，以廖教授的长江教授，国家杰出青年基金获得者之尊，比起廖
说“从未获国家基金资助”的何副教授来说，有无觉得汗颜？若非如此，则更说明
廖教授有更多高明之处，只是不一定在文章之中了！

黄浦江

附：
何吉欢的论文

[1] He JH (0)
Generalized variational principles for thermopiezoelectricity
ARCH APPL MECH 72 (4-5): 248-256 JUL 2002 
 
[2] He JH (0)
A note on delta-perturbation expansion method
APPL MATH MECH-ENGL 23 (6): 634-638 JUN 2002 
 
[3] He JH (0)
Smoothed particle technique for treatment shocks in 
transonic aerodynamics
INT J TURBO JET ENG 18 (4): 243-249 2001 
 
[4] He JH (0)
A variational principle for magnetohydrodynamics with 
high Hartmann number flow
INT J ENG SCI 40 (12): 1403-1410 JUL 2002 
 
[5] He JH (0)
Linearization and correction method for nonlinear problems
APPL MATH MECH-ENGL 23 (3): 241-248 MAR 2002 
 
[6] He JH (0)
A variational model for a symmetric transonic aerofoil
AIRCR ENG AEROSP TEC 74 (1): 9-11 2002 
 
[7] He JH (0)
A remark on Lagrange multiplier method (I)
INT J NONLINEAR SCI 2 (2): 161-164 2001 
 
[8] He JH (0)
Bookkeeping parameter in perturbation methods
INT J NONLINEAR SCI 2 (3): 257-264 2001 
 
[9] He JH (0)
Variational theory for linear magneto-electro-elasticity
INT J NONLINEAR SCI 2 (4): 309-316 2001 
 
[10] He JH (0)
Modified Lindsted-Poincare methods for some strongly 
nonlinear oscillations Part III: Double series expansion
INT J NONLINEAR SCI 2 (4): 317-320 2001 
 
[11] He JH (0)
Modified Lindstedt-Poincare methods for some strongly 
non-linear oscillations Part I: expansion of a constant
INT J NONLINEAR MECH 37 (2): 309-314 MAR 2002 
 
[12] He JH (0)
Modified Lindstedt-Poincare methods for some strongly 
non-linear oscillations Part II: a new transformation
INT J NONLINEAR MECH 37 (2): 315-320 MAR 2002 
 
[13] He JH (0)
A universal variational formulation for two dimensional 
fluid mechanics
APPL MATH MECH-ENGL 22 (9): 989-996 SEP 2001 
 
[14] He JH (0)
Comments and author's reply on "Derivation and transformation 
of variational principles with emphasis on inverse and hybrid problems in 
fluid mechanics: a systematic approach"
ACTA MECH 149 (1-4): 247-249 2001 
 
[15] He JH (0)
Hamilton principle and generalized variational principles 
of linear thermopiezoelectricity
J APPL MECH-T ASME 68 (4): 666-667 JUL 2001 
 
[16] He JH (1, Amiraliyev GM, Cakir M)
Iteration perturbation method for strongly nonlinear oscillations
J VIB CONTROL 7 (5): 631-642 JUL 2001 
 
[17] He JH (1, Amiraliyev GM, Cakir M)
A modified perturbation technique depending upon an artificial parameter
MECCANICA 35 (4): 299-311 2000 
 
[18] He JH (1,Mosconi M)
Generalized Hellinger-Reissner principle
J APPL MECH-T ASME 67 (2): 326-331 JUN 2000 
 
[19] He JH (1,Mosconi M)
Coupled variational principles of piezoelectricity
INT J ENG SCI 39 (3): 323-341 FEB 2001 
 
[20] He JH (1,Qin ZQ)
Semi-inverse method and generalized variational principles 
with multi-variables in elasticity
APPL MATH MECH-ENGL 21 (7): 797-808 JUL 2000 
 
[21] He JH (0)
A variational approach to electroelastic analysis 
of piezoelectric ceramics with surface electrodes
MECH RES COMMUN 27 (4): 445-450 JUL-AUG 2000 
 
[22] He JH (0)
Exact resonances of nonlinear vibration of rotor-bearings 
system without small parameter
MECH RES COMMUN 27 (4): 451-456 JUL-AUG 2000 
 
[23] He JH (0)
Variational iteration method for autonomous ordinary 
differential systems
APPL MATH COMPUT 114 (2-3): 115-123 SEP 11 2000 
 
[24] He JH (0)
A variational model for compressible rotational blade-to-
blade flow using Liu-type potential function
INT J TURBO JET ENG 17 (2): 143-152 2000 
 
[25] He JH (0)
Modified straightforward expansion
MECCANICA 34 (4): 287-289 OCT 1999 
 
[26] He JH (0)
Inverse problems of determining the unknown shape of oscillating
airfoils in compressible 2D unsteady flow via variational technique
AIRCR ENG AEROSP TEC 72 (1): 18-24 2000 
 
[27] He JH (0)
A new perturbation technique which is also valid for 
large parameters
J SOUND VIB 229 (5): 1257-1263 FEB 3 2000 
 
[28] He JH (1,Amiraliyev GM, Cakir M)
Homotopy perturbation technique
COMPUT METHOD APPL M 178 (3-4): 257-262 AUG 3 1999 

[29] He JH (6, Amiraliyev GM, Cakir M;  Marinca V; 
Ramachandra LS, Roy D; Kumar V, Sharma A, Chowdhury IR, et al.; Chen YZ, 
Lee KY; Roy D)
A coupling method of a homotopy technique and a perturbation 
technique for non-linear problems
INT J NONLINEAR MECH 35 (1): 37-43 JAN 2000 
 
[30] He JH (0)
Further study of the equivalent theorem of Hellinger-Reissner 
and Hu-Washizu variational principles
APPL MATH MECH-ENGL 20 (5): 545-556 MAY 1999 
 
[31] He JH (0)
General Bernoulli equation for rotational flow in rotor
INT J TURBO JET ENG 16 (1): 17-18 1999 
 
[32] He JH (1,Wei BH, Wu KQ)
Treatment shocks in transonic aerodynamics in the 
meshless method Part I: Lagrange multiplier approach
INT J TURBO JET ENG 16 (1): 19-25 1999 
 
[33] He JH (3,Amiraliyev GM, Cakir M; Marinca V; Wazwaz AM)
Hybrid problems of determining unknown shape of bladings in 
compressible S2-flow in mixed-flow turbomachinery via variational technique
AIRCR ENG AEROSP TEC 71 (2): 154-159 1999 
 
[34] He JH (0) 
Variational iteration method - a kind of non-linear analytical
technique: Some examples
INT J NONLINEAR MECH 34 (4): 699-708 JUL 1999 
 
[35] He JH (0)
Generalized variational principles for 1-D unsteady viscous flow
INT J TURBO JET ENG 15 (4): 253-258 1998 

[36] He JH (0)
Approximate analytical solution for seepage flow with fractional 
derivatives in porous media
COMPUT METHOD APPL M 167 (1-2): 57-68 DEC 1 1998

[37] He JH (0)
Approximate solution of nonlinear differential equations 
with convolution product nonlinearities
COMPUT METHOD APPL M 167 (1-2): 69-73 DEC 1 1998

[38] He JH (1,Wei BH, Wu KQ)
A family of variational principles for compressible 
rotational blade-to-blade flow using semi-inverse method
INT J TURBO JET ENG 15 (2): 95-100 1998 
 
[39] He JH (1,Wei BH, Wu KQ)
Generalized variational principle for compressible 
S2-flow in mixed-flow turbomachinery using semi-inverse method
INT J TURBO JET ENG 15 (2): 101-107 1998 
 
[40] He JH (0)
A variational theory for one-dimensional unsteady 
compressible flow - an image plane approach
APPL MATH MODEL 22 (6): 395-403 JUN 1998 
 
[41] Liu GL, He JH (0)
New research and concepts in turbo-jet engine design
AIRCR ENG AEROSP TEC 69 (6): 527-+ 1997 
 
[42] He JH (3, Djurisic AB, Chan Y, Li EH; Djurisic AB, Chan Y, 
Li EH; Seo JC, Kim DH)
A generalized variational principle for 3-D unsteady 
transonic rotational flow in rotor using Clebsch variables
INT J TURBO JET ENG 14 (1): 17-21 1997 
 
[43] He JH (2, Mosconi M; Wei BH, Wu KQ)
Semi-inverse method of establishing generalized variational 
principles for fluid mechanics with emphasis on turbomachinery aerodynamics
INT J TURBO JET ENG 14 (1): 23-28 1997 

廖世俊的论文：
 
[1] Liao SJ, Campo A (0)
Analytic solutions of the temperature distribution in Blasius 
viscous flow problems
J FLUID MECH 453: 411-425 FEB 25 2002 
 
[2] Liao SJ (0)
A direct boundary element approach for unsteady non-linear 
heat transfer problems
ENG ANAL BOUND ELEM 26 (1): 55-59 JAN 2002 
 
[3] Liao SJ (0)
An analytic approximation of the drag coefficient 
for the viscous flow past a sphere
INT J NONLINEAR MECH 37 (1): 1-18 JAN 2002 
 
[4] Liao SJ, Mashayek F (0)
A multigrid approach for steady state laminar viscous flows
INT J NUMER METH FL 37 (1): 107-123 SEP 15 2001 
 
[5] Liao SJ (0)
A non-iterative numerical approach for two-dimensional 
viscous flow problems governed by the Falkner-Skan equation
INT J NUMER METH FL 35 (5): 495-518 MAR 15 2001 
 
[6] Liao SJ (0) 
The general boundary element method and its further 
generalizations
INT J NUMER METH FL 31 (3): 627-655 OCT 15 1999 
 
[7] Liao SJ (0)
A simple approach of enlarging convergence regions 
of perturbation approximations
NONLINEAR DYNAM 19 (2): 93-110 JUN 1999 
 
[8] Liao SJ (1,He JH)
A uniformly valid analytic solution of two-dimensional 
viscous flow over a semi-infinite flat plate
J FLUID MECH 385: 101-128 APR 25 1999 
 
[9] Liao SJ (1, Mandelzweig VB, Tabakin F)
An explicit, totally analytic approximate solution 
for Blasius' viscous flow problems
INT J NONLINEAR MECH 34 (4): 759-778 JUL 1999 
 
[10] Liao SJ, Chwang AT (2,Marinca V; Wu B, Li P)
Application of homotopy analysis method in nonlinear oscillations
J APPL MECH-T ASME 65 (4): 914-922 DEC 1998 
 
[11] Liao SJ (0)
Homotopy analysis method: A new analytic method for 
nonlinear problems
APPL MATH MECH-ENGL 19 (10): 957-962 OCT 1998 
 
[12] Liao SJ (0)
General boundary element method for Poisson equation 
with spatially varying conductivity
ENG ANAL BOUND ELEM 21 (1): 23-38 JAN 1998 
 
[13] Liao SJ (1,Cui WC, Song H)
On the general boundary element method
ENG ANAL BOUND ELEM 21 (1): 39-51 JAN 1998 
 
[14] Liao SJ (3,Cui WC, Song H; He JH; He JH)
Boundary element method for general nonlinear differential 
operators
ENG ANAL BOUND ELEM 20 (2): 91-99 SEP 1997 
 
[15] Liao SJ (0)
Numerically solving non-linear problems by the homotopy 
analysis method
COMPUT MECH 20 (6): 530-540 NOV 1997 
 
[16] Liao SJ, Gu YG, Zhu JM (0)
Numerical simulation of dynamic response of towed systems
CHINA OCEAN ENG 11 (1): 53-60 1997 
 
[17] Liao SJ (0)
A kind of approximate solution technique which does 
not depend upon small parameters .2. An application in fluid mechanics
INT J NONLINEAR MECH 32 (5): 815-822 SEP 1997 
 
[18] Liao SJ (0)
High-order BEM formulations for strongly non-linear 
problems governed by quite general non-linear differential operators .2. 
Some 2D examples
INT J NUMER METH FL 24 (9): 863-873 MAY 15 1997 
 
[19] Liao SJ (0)
High-order bem formulations for strongly non-linear 
problems governed by quite general non-linear differential operators
INT J NUMER METH FL 23 (8): 739-751 OCT 30 1996 
 
[20] Liao SJ, Zhu JM (2,Young DL, Yang SK, Eldho TI; 
Sullivan SK, McGrath DA, Liao F, et al.)
A short note on high-order streamfunction-vorticity 
formulations of 2D steady state Navier-Stokes equations
INT J NUMER METH FL 22 (1): 1-9 JAN 15 1996 
 
[21] LIAO SJ (3, He JH; He JH; He JH)
AN APPROXIMATE SOLUTION TECHNIQUE NOT DEPENDING ON 
SMALL PARAMETERS - A SPECIAL EXAMPLE
INT J NONLINEAR MECH 30 (3): 371-380 MAY 1995 
 
[22] LIAO SJ (0)
A GENERAL NUMERICAL-METHOD FOR SOLUTION OF GRAVITY-WAVE 
PROBLEMS .2. STEADY NONLINEAR GRAVITY-WAVES
INT J NUMER METH FL 14 (10): 1173-1191 MAY 30 1992 

◇◇新语丝(www.xys.org)(xys.dxiong.com)(xys1.dyndns.org)(xys888.dyndns.org)◇◇