1009-6124
2005 Issue 4
a newton multigrid method for quasilinear parabolic equations
YU Xijun (Laboratory of Computational Physics; Institute of Applied Physics and Computational Mathematics; P.O. Box 8009-26; Beijing 100088; China.
YU Xijun (Laboratory of Computational Physics; Institute of Applied Physics and Computational Mathematics; P.O. Box 8009-26; Beijing 100088; China.
..............page:429-438
the existence of solutions of nonlinear boundary value problems involving the p-laplacian operator in l~s-spaces
WEI Li (School of Mathematics and Statistics; Hebei University of Economics and Business; Shijiazhuang 050061; China; Institute of Applied Mathematics and Mechanics; Ordnance Engineering College; Shijiazhuang 050003; China. ZHOU Haiyun (Institute of Applied Mathematics and Mechanics; Ordnance Engineering College; Shijiazhuang 050003; China; Institute of Mathematics and Information Science; Hebei Normal University; Shijiazhuang 050016; China.
WEI Li (School of Mathematics and Statistics; Hebei University of Economics and Business; Shijiazhuang 050061; China; Institute of Applied Mathematics and Mechanics; Ordnance Engineering College; Shijiazhuang 050003; China. ZHOU Haiyun (Institute of Applied Mathematics and Mechanics; Ordnance Engineering College; Shijiazhuang 050003; China; Institute of Mathematics and Information Science; Hebei Normal University; Shijiazhuang 050016; China.
..............page:511-521
..............page:570-572
..............page:573
domain decomposition with non-matching grids for coupling of fem and natural bem
YANG Ju'e HU Qiya YU Dehaot (LSEC; Institute of Computational Mathematics and Scientific/Engineering Computing; Academy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100080; China.
YANG Ju'e HU Qiya YU Dehaot (LSEC; Institute of Computational Mathematics and Scientific/Engineering Computing; Academy of Mathematics and Systems Science; Chinese Academy of Sciences; Beijing 100080; China.
..............page:529-542
almost periodic solution for a class of lotka-volterra type n-species ecological systems with time delay
MENG Xinzhu (Department of Applied Mathematics; University of Technology; Dalian 116024; Department of Basic Courses; Shandong University of Science and Technology; Qingdao 266510; China.
MENG Xinzhu (Department of Applied Mathematics; University of Technology; Dalian 116024; Department of Basic Courses; Shandong University of Science and Technology; Qingdao 266510; China.
..............page:488-497
service level evaluation of an assembly-to-order system
WANG Haiwen CHEN Rongqiu WU Jibing
WANG Haiwen CHEN Rongqiu WU Jibing
..............page:456-463
parameter-uniform finite difference scheme for a system of coupled singularly perturbed convection-diffusion equations
CEN Zhongdi (Institute of Mathematics; Zhejiang Wanli University; Ningbo 315100; China.
CEN Zhongdi (Institute of Mathematics; Zhejiang Wanli University; Ningbo 315100; China.
..............page:498-510
extinction and wavefront in an age-structured population model on infinite patches with distributed maturation delay
LING Jiaoxiu WENG Peixuan (School of Mathematics Sciences; South China Normal University; Guangzhou 510631; China.
LING Jiaoxiu WENG Peixuan (School of Mathematics Sciences; South China Normal University; Guangzhou 510631; China.
..............page:464-477
minimally (n, )-connected graphs of low order and maximal size
XU Liqiong GUO Xiaofeng (School of Mathematical Sciences; Xiamen University; Xiamen 361005; China.
XU Liqiong GUO Xiaofeng (School of Mathematical Sciences; Xiamen University; Xiamen 361005; China.
..............page:564-569
the superconvergence analysis of an anisotropic finite element
SHI Dongyang ZHU Huiqing (Department of Mathematics; Zhengzhou University; Zhengzhou 450052; China.
SHI Dongyang ZHU Huiqing (Department of Mathematics; Zhengzhou University; Zhengzhou 450052; China.
..............page:478-487
divergence rate of state of ar systems with unstable unit roots
CAO Xianbing HUANG Xiankai (Department of Information and Computation Sciences; Beijing Technology and Business University; Beijing 100037; China.
CAO Xianbing HUANG Xiankai (Department of Information and Computation Sciences; Beijing Technology and Business University; Beijing 100037; China.
..............page:522-528
asymptotics of mean transformation estimators with errors in variables model
CUI Hengjian (Department of Statistics and Financial Mathematics; School of Mathematical Sciences; Beijing Normal University; Beijing 100875; China.
CUI Hengjian (Department of Statistics and Financial Mathematics; School of Mathematical Sciences; Beijing Normal University; Beijing 100875; China.
..............page:446-455
a mathematical programming model for the coexistence of competitions and cooperations problems
MENG Zhiqing DANG Changyan (Department of Manufacturing Engineering & Engineering Management; City University of Hong Kong; Kowloon; Hong Kong; China
MENG Zhiqing DANG Changyan (Department of Manufacturing Engineering & Engineering Management; City University of Hong Kong; Kowloon; Hong Kong; China
..............page:556-563
equilibrium algorithms with nonmonotone line search technique for solving the traffic assignment problems
ZHAO Hui GAO Ziyou (School of Traffic and Transportation; Beijing Jiaotong University; Beijing 100044; China.
ZHAO Hui GAO Ziyou (School of Traffic and Transportation; Beijing Jiaotong University; Beijing 100044; China.
..............page:543-555
..............page:439-445