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A new version of successive approximations method for solving sylvester matrix equations
Year: 2007
Abstract:
This paper presents a new version of the successive approximations method for solving Sylvester equations AX − XB = C, where A and B are symmetric negative and positive definite matrices, respectively. This method is based ...
Preconditioned Galerkin and minimal residual methods for solving Sylvester equations
Year: 2006
Abstract:
This paper presents preconditioned Galerkin and minimal residual algorithms for the solution of Sylvester equations AX−XB=C. Given two good preconditioner matrices M and N for matrices A and B, respectively, we solve the ...



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