ON THE CONVERGENCE OF PADE-TYPE APPROXIMANTS IN TWO VARIABLES
Zhu Gong-qin Department of Applied Math. &Mech. Hefei University of Technology;Hefei 230009;PRC.Zhu Xiao-lin Department of Applied Math. &Mech. Hefei University of Technology;Hefei 230009;PRC.

..............page:148-153

SOME BLENDING INTERPOLATION METHODS IN CAGD
Luo Zhong-xuan Institute of Mathematical Sciences;Dalian University of Technology;Dalian 116024;PRC.Su Zhi-xun Institute of Mathematical Sciences;Dalian University of Technology;Dalian 116024;PRC.

..............page:195-209

A NEW SECANT METHOD FOR NONLINEAR LEAST SQUARES PROBLEMS
Shcng Song-bai Department of Mathematics;Nanjing University;Nanjing 210008;PRC. Zou Zhi-hong Department of Mathematics;Nanjing University;Nanjing 210008;PRC.

..............page:125-137

A MODIFIED GAUSS-SEIDEL ITERATION FOR LINEAR INTERVAL EQUATIONS
Zhou Ru-hai Department of Mathematics;Nanjing University;Nanjing 210008;PRC.

..............page:225-233

A CLASS OF NEW NONCONFORMING FINITE ELEMENTS
Gao Jun-bin Department of Mathematics;Huazhong University of Science and Technology;Wuhan 430074;PRC.

..............page:186-194

SCHWARZ DOMAIN DECOMPOSITION ALGORITHMS FOR BOUNDARY ELEMENT METHOD
Yang Dan-ping Department of Mathematics;University of Shandong;Jinan;250100;PRC.

..............page:154-161

THE CONVERGENCE OF A DOMAIN DECOMPOSITION ALGORITHM FOR PARABOLIC PROBLEMS
Chu Dc-lin Department of Applied Mathematics;Tsinghua University;Beijing;100084;PRC. Zhou Fang-jun Department of Applied Mathematics;Tsinghua University;Beijing;100084;PRC.

..............page:162-175

HIGH-ORDER NONLINEAR GALERKIN METHODS
He Ying-nian Research Center for Applied Mathematics;Xi’an Jiaoton University;Xi’an;710049 PRC.Li Kai-tai Research Center for Applied Mathematics;Xi’an Jiaoton University;Xi’an;710049 PRC.

..............page:210-214

L~∞ -ERROR ESTIMATE OF NONCONFORMING ADINI’SPLATE ELEMENT
Deng Qing-ping Department of Mathematics;Suzhou University;Suzhou 215006;PRC. Shcn Shu-ming Department of Mathematics;Suzhou University;Suzhou 215006;PRC.

..............page:138-147

THE EIGENVALUE PROBLEM EQUIVALENT TO MULTIVARIATE POLYNOMIAL SYSTEM
Feng Guo-chen Institute of Mathematics;Jilin University;Changchun 130023;PRC. Wu Wen-da Beijing Municipal Computer Center;Beijing 100000.PRC. Zhang Shu-gong Institute of Mathematics;Jilin University;Chang chun;130023;PRC.

..............page:234-241

AN ITERATIVE METHOD FOR SOLVING THE SINGULAR POINTS
Zhu Zheng-you Department of Methematics;Lanzhou University;Lazhou 370000;PRC.

..............page:215-224

NEWTON-REGULARIZED METHOD BASED ON A BASIC FUNCTION FOR SOLVING THE INVERSE PROBLEM OF CONVECTION-DIFFUSION EQUATIONS
Chao Hong-yang Department of Computer Science;Zhongshan University;Guangzhou;510275;PRC.

..............page:176-185