MOORE-PENROSE INVERSE SIMPLEX ALGORITHMS BASED ON SUCCESSIVE LINEAR SUBPROGRAMMING APPROACH
Pan Ping-qi Department of Mathematics & Mechanics;Southeast University;Nanjing 210096;PRC.Ouyang Zi-xiang Department of Mathematics;Nanjing University;Nanjing 210093;PRC.

..............page:180-190

NONDESCENT SUBGRADIENT METHOD FOR NONSMOOTH CONSTRAINED MINIMIZATION
Xu Hui-fu Department of Mathematics;Ningbo University;Ningbo 315211;Zhejiang Province;PRC.

..............page:126-134

FRANCIS QL ALGORITHM FOR FINDING THE EIGENVALUES OF ANTI-SYMMETRIC MATRICES
Jiang Er-xiong Department of Mathematics;Fudan University;Shanghai 200433;PRC. Lam Peter C.B. Department of Mathematics;Hong Kong Baptist College;HongKong.

..............page:202-215

ASYMPTOTIC ERROR EXPANSIONS OF QUADRATIC SPLINE COLLOCATION SOLUTIONS FOR TWO-POINT BOUNDARY VALUE PROBLEMS
Han Guo-qiang Department of Computer Science;South China University of Technology Guangzhou 510641;PRC.

..............page:120-125

ABS ALGORITHMS FOR SOLVING LINEAR INEQUALITIES
Zhao Jin-xi Department of Mathematics;Nanjing University;Nanjing 210008;PRC.

..............page:154-162

SUPERCONVERGENCE OF GENERALIZED DIFFERENCE METHOD FOR ELLIPTIC BOUNDARY VALUE PROBLEM
Chen Zhong-ying Department of Computer Science;Zhongshan University;Guangzhou 510275. PRC.

..............page:163-171

FOURIER-CHEBYSHEV PSEUDOSPECTRAL METHOD FOR THREE-DIMENSIONAL VORTICITY EQUATION WITH UNILATERALLY PERIODIC BOUNDARY CONDITION
Guo Ben-yu Department of Mathematics;Shanghai University of Science and Technology;Shanghai;201800;PRC.Li Jian Department of Mathematics;Shanghai University of Science and Tech-nology;Shanghai;201800;PRC.Cao Wei-ming Department of Mathematics;Shanghai University of Science and Technology;Shanghai;201800;PRC.

..............page:216-242

AN ALGORITHM FOR SOLVING SYSTEM OF LINEAR INEQUALITIES
Wang Jia-song Department of Mathematics;Nanjing University;Nanjing 210093;PRC.Wu Zhong-lin Department of Mathematics;Nanjing University;Nanjing 210093;PRC.

..............page:191-194

EXPLICIT TWO-STEP HIGH-ACCURACY METHODS FOR y" = f(x,y)
Xiang Kai-li Department of Basic Sciences;South West Petroleum Institute;Nanchong;Sichuan;637001;PRC.Zhang Jian-jun Department of Basic Sciences;South West Petroleum Institute;Nanchong;Sichuan;637001;PRC.

..............page:172-179

NUMERICAL MATHEMATICS A JOURNAL OF CHINESE UNIVERSITIES English Scries Volume 3 1994

..............page:243-244

ON THE ACCURACY OF THE LEAST SQUARES AND THE TOTAL LEAST SQUARES METHODS
Wei Mu-sheng Department of Mathematics;East China Normal University;Shanghai 200062;China. George Majda Department of Mathematics;The Ohio State University;Columbus;OH 43210;USA.

..............page:135-153

EXTENDED OBLIQUE PROJECTION METHOD FOR GENERALIZED LEAST SQUARES PROBLEM
Huang Kai-bin Department of Mathematics;Nanjing Normal University;Nanjing210024;PRC. Yan Shi-jian Department of Mathematics;Nanjing Normal University;Nanjing210024;PRC.

..............page:195-201