some n-rectangle nonconforming elements for fourth order elliptic equations
ming wang(lmam; school of mathematical sciences; peking university; beijing 100080; china zhong-ci shi(lsec; icmsec; academy of mathematics and systems science; chinese academy of sciences; beijing 100080; china jinchao xu(school of mathematical sciences; peking university; beijing 100080; china and department of mathematics; pennsylvania state university; usa

..............page:408-420

surface finite elements for parabolic equations
g. dziuk(abteilung f r angewandte mathematik; university of freiburg; hermann-herder-stra e 10 d-79104; freiburg i. br.; germany c.m. elliott(department of mathematics; university of sussex; falmer brighton bn1 9rf; united kingdom

..............page:385-407

multistep finite volume approximations to the transient behavior of a semiconductor device on general 2d or 3d meshes
min yang (school of mathematics and information science; yantai university; yantai 264005; china

..............page:485-496

edge-oriented hexagonal elements
chao yang and jiachang sun(parallel computing lab.; institute of software; chinese academy of sciences; beijing 100080; china

..............page:430-439

multidimensional relaxation approximations for hyperbolic systems of conservation laws
mohammed sea(?)d(universit(?)t kaiserslautern fachbereich mathematik; 67663 kaiserslautern; germany

..............page:440-457

a finite element method with perfectly matched absorbing layers for the wave scattering by a periodic chiral structure
deyue zhang(school of mathematics; jilin university; changchun 130012; china school of computer science and technology; jilin university; changchun 130012; china fuming ma(school of mathematics; jilin university; changchun 130012; china

..............page:458-472

estimating error bounds for ternary subdivision curves/surfaces
ghulam mustafa(department of mathematics; islamia university; bahawalpur; pakistan department of mathematics; university of science and technology of china; hefei 230026; china jiansong deng(department of mathematics; university of science and technology of china; hefei 230026; china

..............page:473-484

parallel implementations of the fast sweeping method
hongkai zhao(department of mathematics; university of california; irvine; ca 92697-3875; usa

..............page:421-429