摘要
提出了一类基于系数矩阵任意分裂的广义并行多分裂向前向后松弛算法，并在系数矩阵为Ｈ矩阵的条件下，完整地建立了这类算法的收敛性理论。
This paper proposes a class of generalized parallel multisplitting forward and backward relaxed methods based on arbitrarily splitting the coefficient matrix for solving large scalc systems of linear equations, and sets up their convergence theories thoroughly under thecondition of the coefficient matrix being an H-matrix.
出处
《电子科技大学学报》
EI
CAS
CSCD
北大核心
1994年第2期207-212,共6页
Journal of University of Electronic Science and Technology of China
关键词
矩阵
多分裂
并行计算
松弛算法
coefficient
matrix
generalized
multisplitting
parallel computation
relaxed method
