摘要
The modified AOR method for solving linear complementarity problem(LCP(M,p))was proposed in literature,with some convergence results.In this paper,we considered the MAOR method for generalized-order linear complementarity problem(ELCP(M,N,p,q)),where M,N are nonsingular matrices of the following form:M=[D11H1K1D2],N=[D12H2K2D22],D11,D12,D21 and D22 are square nonsingular diagonal matrices.
The modified AOR method for solving linear complementarity problem （LCP（M,p）） was proposed in literature, with some convergence results. In this paper, we considered the MAOR method for generalized-order linear complementarity problem （ELCP（M,N,p,q） ）, where M ,N are nonsingular matrices of the following form：M=[K1^D11 D12^H1],N=[K2^D12 D22^H2],D11,D12, D21 and D22 are square nonsingular diagonal matrices.
出处
《中国西部科技》
2009年第4期9-12,共4页
Science and Technology of West China
关键词
Maor迭代算法
线性系统
矩阵
计算方法
generalized-order linear complementarity problem
convergence
MAOR method
