MIXED FINITE ELEMENT METHODS FOR A STRONGLY NONLINEAR PARABOLIC PROBLEM
yan-ping chen(department of mathematics; nanjing university; naming 210008; china; institute ofcomputational and applied mathematics; xiangtan university; hunan 411105; china)

..............page:209-220

kahan's integrator and the free rigid bodydynamics
mircea puta(department of mathematics; west university of timisoara; b-dul. v.pdrvan; 1900timisoara; romania; european university dragan; 1800 lugoj; romania)loan casu(department of mathematics; west university of timisoara; b-dul. v. parvan; 1900timisoar

..............page:221-224

THE FINITE ELEMENT METHOD FOR SEMILINEAR PARABOLIC EQUATIONS WITH DISCONTINUOUS COEFFICIENTS
hui feng(shenzhen university normal college; shenzhen 518060; china; laboratory of computationalphysics; institute of applied physics and computational mathematics; beijing 100088; china) long-jun shen(laboratory of computational physics; institute of app

..............page:191-198

NUMERICAL COMPUTATION OF BOUNDED SOLUTIONS FOR A SEMILINEAR ELLIPTIC EQUATION ON AN INFINITE STRIP
fu-ming ma(department of mathematics; jilin university; changchun 130023; china)

..............page:159-170

generalized gaussian quadrature formulaswith chebyshev nodes
ying-guang shi(icmsec; chinese academy of sciences; beijing 100080; china)

..............page:171-178

ON THE LINEAR CONVERGENCE OF PC-METHOD FOR A CLASS OF LINEAR VARIATIONAL INEQUALITIES
nai-hua xiu(department of mathematics; nothern jiaotong university; beijing 100044; china; instituteof applied mathematics; chinese academy of sciences; beijing 100080; china)

..............page:199-208

HIGH ACCURACY ANALYSIS OF THE WILSON ELEMENT
ping luo(institute of mathematics; chinese academy of sciences; beijing 100080; china)qun lin(institute of systems science; chinese academy of sciences; beijing 100080; china)

..............page:113-124

nonlinear integer programming and globaloptimization
lian-sheng zhang; feng gao; wen-xing zhu(department of mathematics; shanghai university jiading campusshanghai 201800; china)

..............page:179-190

the schwarz chaotic relaxation method with inexact solvers on the subdomains
jian-guo huang(department of applied mathematics; shanghai jiao tong university; shanghai 200240; china)

..............page:125-132

nonlinear galerkin method and crank-nicolsonmethod for viscous incompressible flow
yin-nian he; dong-sheng li; kai-tai li(college of science; xi an jiaotong university; xi an 710019; china)

..............page:139-158

journal of computational mathematicsinformation for authors

..............page:225

a leap frog finite difference scheme for a class of nonlinear schrodinger equations of highorder
wen-ping zeng(department of mathematics; overseas chinese university; quanzhou 562011; china)

..............page:133-138