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Journal of Computational Mathematics
0254-9409
2003 Issue 1
the unconditional stable difference methods with intrinsic parallelism for two dimensional semilinear parabolic systems
guangwei yuanf longjun shen(national laboratory of computational physics; institute of applied physics and computational mathematics; p.o. box 8009; beijing; 100088; china)
..............page:63-70
multivariate fourier series over a class of non tensor-product partition domains
jiachang sun(parallel computing division; institute of software; chinese academy of sciences; beijing 100080; china)
..............page:53-62
linear systems associated with numerical methods for constrained opitmization
y. yuan(state key laboratory of scientific and engineering computing; institute of computational mathematics and scientific/engineering computing; chinese academy of sciences; p. o. box 2719; beijing 100080; china.)
..............page:71-84
high-order i-stable centered difference schemes for viscous compressible flows
weizhu(department of computational science computational science; national university of singapore; singapore 117543)shi jin(department of mathematical science; tsinghua university; beijing 100084; china and department of mathematics of mathematics; university of wisconsin-madison; madison 53706; usa)
..............page:101-112
nonconforming quadrilateral rotated element for reissner-mindlin plate
jun hu pingbing ming zhongci shi (institute of computational mathematics; chinese academy of sciences; beijing 100080; china)
..............page:25-32
multi-scale methods for inverse modeling in 1-d mos capacitor
pingwen zhang yi sun haiyan jiang (school of mathematical sciences; peking university; beijing; 100871; people s republic of china)wei yao(china predictive technology laboratory; digitaldna lab.-china; motorola (china) electronics ltd.; beijing; 100022; people s republic of china)
..............page:85-100
the unconditional convergent difference methods with intrinsic parallelism for quasilinear parabolic systems with two dimensions
longjun shen guangwei yuan(national laboratory of computational physics; institute of applied physics and computational mathematics; p.o. box 8009; beijing; 100088; china)
..............page:41-52
exact nonreflecting boundary conditions for an acoustic problem in three dimensions
houde han chunxiong zheng (department of mathematical sciences; tsinghua university; beijing 100084; china)
..............page:15-24
high accuracy numerical method of thin-film problems in micromagnetics
zhongyi huang (deft; of mathematical sciences; tsinghua university; beijing; 100084; china)
..............page:33-40
artificial boundary conditions for "vortex in cell" method
lijuan ding haiyan jiang (department of applied mathematics; beijing institute of technology; beijing 100081; china)zhenhuan teng (school of mathematical sciences; peking university; beijing 100871; china)
..............page:5-14