solving a class of inverse qp problems by a smoothing newton method
xiantao xiao and liwei zhang department of applied mathematics; dalian university of technology; dalian 116024; china

..............page:787-801

a uniform first-order method for the discrete ordinate transport equation with interfaces in x,y-geometry
min tang department of mathematical sciences; tsinghua university; beijing 100084; china

..............page:764-786

two-grid discretization schemes of the nonconforming fem for eigenvalue problems
yidu yang school of mathematics and computer science; guizhou normal university; guiyang 550001; china

..............page:748-763

a new approach to recovery of discontinuous galerkin
sebastian franz institut fiir numerische mathematik; technische universitat dresden; d-01062; germany lutz tobiska institut f(u| )r analysis und numerik; otto-von-guericke universitdt magdeburg; postfach 4120; d-39016; germany helena zarin department of mathematics and informatics; university of novi sad; trg dositeja obradovica 4; 21000 novi sad; serbia

..............page:697-712

stability analysis of yee schemes to pml and upml for maxwell equations
nengsheng fang school of finance; southwestern university of finance and economics; chengdu 611130; china school of mathematical sciences; xiamen university; xiamen 361005; china lung-an ying school of mathematical sciences; peking university; beijing 100080; china school of mathematical sciences; xiamen university; xiamen 361005; china

..............page:729-747

a posteriori error estimates of a non-conforming finite element method for problems with artificial boundary conditions
xianmin xu and zhiping li lmam & school of mathematical sciences; peking university; beijing 100871; china

..............page:677-696

on a moving mesh method for solving partial integro-differential equations
jingtang ma school of economic mathematics; southwestern university of finance and economics; chengdu 610074; china yingjun jiang~(1)) department of mathematics and scientific computing; changsha university of science and technology; changsha 410076; china kaili xiang school of economic mathematics; southwestern university of finance and economics; chengdu 610011; china

..............page:713-728

hermite scattered data fitting by the penalized least squares method
tianhe zhou department of mathematics; zhejiang sci-tech university; 310018 hangzhou; china danfu han department of mathematics; zhejiang university; 310029 hangzhou; china

..............page:802-811

a finite element method with rectangular perfectly matched layers for the scattering from cavities
deyue zhang; fuming ma and heping dong school of mathematics; jilin university; chanqchun 130012; china

..............page:812-834