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- Title
The optimum parameters of the convergence of the symmetric MSOR for 2-cyclic coefficient matrices.
- Authors
XIONG Jin-song; CHANG Da-wei; GUO Yu
- Abstract
The symmetric MSOR iterative method for solving linear systems of AX = b is discussed where A is a 2-cyclic coefficient matrices. The optimum parameters of the symmetric MSOR method was given for solving the linear system AX = b with 2-cyclic coefficient matrices when the characteristics of the Ja-cobi iteration matrix is real number or purely imaginary. And the results was illustrated by example.
- Subjects
STOCHASTIC convergence; PARAMETER estimation; MATHEMATICAL symmetry; ITERATIVE methods (Mathematics); MATRICES (Mathematics); LINEAR systems; COEFFICIENTS (Statistics)
- Publication
Basic Sciences Journal of Textile Universities / Fangzhi Gaoxiao Jichu Kexue Xuebao, 2012, Vol 25, Issue 2, p169
- ISSN
1006-8341
- Publication type
Article