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TESTING THE CONVERGENCE OF ITERATIVE JACOBI AND GAUSS-SEIDEL METHODS TO INTEGRATE THE SYSTEM OF LINEAR EQUATIONS
2016
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In this thesis the convergence of Jacobi and Gauss-Seidel algorithms tested by using non-singular coefficient matrix of system of linear equations , which are among the iterative methods for solving linear system of equation. The conditions of convergence of these methods also discussed and numerical solutions are provided in tabular form. Finally the outcome is, the convergent coefficient matrix of system of linear equations is integrated.
doi:10.20372/nadre:1554185604.79
fatcat:afvsruqmjveoxcor3oz6kt3c5m