AbstractThe average behavior of the SOR method and the MSOR method is studied for matrices whose Jacobian matrix is skew-symmetric matrix. The objective is to find the values of optimal parameters to minimize the ℓ2-norm of the SOR and MSOR operators based on the eigenvalue functional given by Yin and Yuan [Appl. Math. Comput. 127 (2002) 327–333]
AbstractIn their article, Abel and Waugh [1] have mentioned the problem of minimizing norms of matri...
AbstractA new norm decreasing Jacobi-like method for reducing a non-normal matrix to a normal one is...
AbstractNonsymmetric linear systems are by far not as common as syemmtric ones but nevertheless syst...
AbstractThe average behavior of the SOR method and the MSOR method is studied for matrices whose Jac...
AbstractWe consider the SSOR and USSOR methods in order to approximate the solution of the linear sy...
AbstractFor the solution of the linear system Ax=(I−T)x=c (1), where T is a weakly cyclic of index p...
AbstractNonsymmetric linear systems are by far not as common as syemmtric ones but nevertheless syst...
AbstractLet v denote the spectral radius of JAB, the block Jacobi iteration matrix. For the classes ...
AbstractLet v denote the spectral radius of JAB, the block Jacobi iteration matrix. For the classes ...
AbstractFor the solution of the linear system Ax=(I−T)x=c (1), where T is a weakly cyclic of index p...
AbstractIn order to solve a linear system Ax = b, Hadjidimos et al. (1992) defined a class of modifi...
AbstractOne attractive feature of the classical successive overrelaxation (SOR) iterative method is ...
AbstractThe modified overrelaxation (MSOR) method is applied to a linear system Ax=b, where A has pr...
AbstractIn this paper we study the convergence analysis of the Modified Preconditioned Simultaneous ...
Consider a SOR-k method for solving a p -cyclic system Ax = b (p \u3e 2) if the p -cyclic matrix...
AbstractIn their article, Abel and Waugh [1] have mentioned the problem of minimizing norms of matri...
AbstractA new norm decreasing Jacobi-like method for reducing a non-normal matrix to a normal one is...
AbstractNonsymmetric linear systems are by far not as common as syemmtric ones but nevertheless syst...
AbstractThe average behavior of the SOR method and the MSOR method is studied for matrices whose Jac...
AbstractWe consider the SSOR and USSOR methods in order to approximate the solution of the linear sy...
AbstractFor the solution of the linear system Ax=(I−T)x=c (1), where T is a weakly cyclic of index p...
AbstractNonsymmetric linear systems are by far not as common as syemmtric ones but nevertheless syst...
AbstractLet v denote the spectral radius of JAB, the block Jacobi iteration matrix. For the classes ...
AbstractLet v denote the spectral radius of JAB, the block Jacobi iteration matrix. For the classes ...
AbstractFor the solution of the linear system Ax=(I−T)x=c (1), where T is a weakly cyclic of index p...
AbstractIn order to solve a linear system Ax = b, Hadjidimos et al. (1992) defined a class of modifi...
AbstractOne attractive feature of the classical successive overrelaxation (SOR) iterative method is ...
AbstractThe modified overrelaxation (MSOR) method is applied to a linear system Ax=b, where A has pr...
AbstractIn this paper we study the convergence analysis of the Modified Preconditioned Simultaneous ...
Consider a SOR-k method for solving a p -cyclic system Ax = b (p \u3e 2) if the p -cyclic matrix...
AbstractIn their article, Abel and Waugh [1] have mentioned the problem of minimizing norms of matri...
AbstractA new norm decreasing Jacobi-like method for reducing a non-normal matrix to a normal one is...
AbstractNonsymmetric linear systems are by far not as common as syemmtric ones but nevertheless syst...
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