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Pretreatment method for solving linear equations

Author: ChenYanMei
Tutor: LiWen;RongHaiWu
School: South China Normal University
Course: Computational Mathematics
Keywords: Pretreatment methods Nonsingular Block preprocessing Solving Linear Equations Weakly irreducible Matrix and Comparison results Singular Linear Equations Linear equations South China Normal University
CLC: O241
Type: Master's thesis
Year: 2007
Downloads: 240
Quote: 2
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Abstract


Linear equations Ax = b pretreatment iterative solution . Gauss - Seidel (GS) method gives improved some of the theoretical analysis . First of all, when the coefficient matrix is weakly irreducible , given some of the comparison results between the the improved GS and GS method , and to disseminate the latest results . Secondly, also improved Hadjidimoset on a result of the pretreatment GS method . Finally, when the coefficient matrix is nonsingular M- matrix improved fast relaxation iteration (AOR) method results .

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CLC: > Mathematical sciences and chemical > Mathematics > Computational Mathematics > Numerical Analysis
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