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白中治
白中治. 关于PDAOR算法的广义STEIN—ROSENBERG型定理[J]. 计算数学, 1997, 19(3): 329-335.
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[1] Bai Zhong-zhi, Su Yangfeng, On the convergence of a class of parallel decompositiontyperelaxation methods, Appl. Math. Comp., 81: 1 (1997), 1-21. [2] Bai Zhong-zhi, A class of parallel decompositiontype relaxation methods for large sparsesystems of linear equations, Linear Algebra Appl-, accepted for publication, 1997. [3] Bai Zhongzhi, Some properties of the block matrices in the parallel decompositiontyperelaxation methods, submitted for publication, 1997. [4] Bai Zhong-zhi, Parallel matrix multisplitting block relaxation iteration methods, Math.Numer. Sinica, 17(1995), 238-252. (in Chinese) [5] Bai Zhongzhi, On the convergence of the generalized matrix multisplitting relaxed methods, Commun. Numer. Meth. Engrp., 11 (l995), 363-371. [6] Bai Zhong-zhi, Comparisons of the convergence and divergence rates of the parallel matrixmultisplitting iteration methods, Chinese J Engng. Math., 11(1994), 99-l02- (in Chinese) [7] A. Hadjidimos, Accelerated overrelaJxation method, Math. Comp., 32 (1978), 149-157. [8] R.S. Vaga, Matrix Iterative Analysis, Prentice-Hall, Englewood Cliffs, N- J., 1962. [9]李庆扬,易大义,王能超,现代数值分析,高等教育出版社,北京, 1995. [10]李庆扬,莫孜中,祁力群,非线性方程组的数值解法,科学出版社。北京,1987. [11]魏紫銮,线性规划的分解原则及其实现,数值计算与计算机应用,16:2(1995),81-89. |
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