the artificial boundary condition for exterior oseen equation in 2-d space
chun-xiong zheng hou-de han (department of mathematical sciences; tsinghua university; beijing; 100084; china)

..............page:591-598

nonlinear stability of natural runge-kutta methods for neutral delay differential equations
cheng-jian zhang(department of mathematics; huazhong university of science and technology; wuhan 430074; hubei; p. r. china)

..............page:583-590

von neumann stability analysis of symplectic integrators applied to hamiltonian pdes
helen m. regan (applied biomathematics 100 north country road; setauket; new york 11733; usa)current address: national center for ecological analysis and synthesis; university of california santa barbara; 735 state st.; suite 300; santa barbara; ca 93101; usa. email: regan@nceas.ucsb.edu; phone: (805) 892 2522; fax: (805) 892 2510.

..............page:611-618

regular splitting and potential reduction method for solving quadratic programming problem with box constraints
zi-luan wei(institute of computational mathematics and scientific / engineering computing; academy of mathematics and system sciences; chinese academy of sciences; p.o. box 2719; beijing; 100080)

..............page:643-652

on the hp finite element method for the one dimensional singularly perturbed convection-diffusion problems
zhi-min zhang (department of mathematics; wayne state university; detroit; mi 48202; u.s.a.)

..............page:599-610

journal of computational mathematics information for authors

..............page:673

structure-preserving algorithms for dynamical systems
geng sun (institute of mathematic; academic sinica)

..............page:619-626

finite element methods for sobolev equations
tang liu (department of mathematics; tianjin university of finance and economics; tianjin soos22; china)yan-ping lin (department of mathematical sciences; university of alberta; alberta t6g 2g1; canada)ming rao (department of chemical and materials engineering; university of alberta; alberta t6g 2g6; canada)j. r. cannon(department of mathematics; lamar university; beaumont; tx 77710; usa)

..............page:627-642

absolute stable homotopy finite element methods for circular arch problem and asymptotic exactness posteriori error estimate
min-fu feng ping-bing ming rong-kui yang (department of mathematics; sichuan university 610064 p.r. china)

..............page:653-672

a note on the nonlinear conjugate gradient method
yu-hong dai ya-xiang yuan(state key laboratory of scientific and engineering computing; institute of computationalmathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; p. o. box 2719; beijing 100080; china)

..............page:575-582

experimental study of the asynchronous multisplitting relaxation methods for the linear complementarity problems
zhong-zhi bai(state key laboratory of scientific/engineering computing; institute of computational mathematicsand scientific/engineering computing; academy of mathematics and system sciences; chineseacademy of sciences; beijing 100080; china)

..............page:561-574