On the Seidel’s Method, a Stronger Contraction Fixed Point Iterative Method of Solution for Systems of Linear Equations On the Seidel’s Method, a Stronger Contraction Fixed Point Iterative Method of Solution for Systems of Linear Equations

Abstract

In the solution of a system of linear equations, there exist many methods most of which are not fixed point iterative methods. However, this method of Sidel’s iteration ensures that the given system of the equation must be contractive after satisfying diagonal dominance. The theory behind this was discussed in sections one and two and the end; the application was extensively discussed in the last section.