The Gauss-Seidel Method Example | Step-by-Step (2024) | Iterative Method of Numerical Methods
Iterative Method Gauss-Seidel in Numerical Analysis: step-by-step explanation
This is an iterative method used for solving the system of linear equations. We set all the variables in the expression of x1 equal to zero as initial guess. Then while determining the value of next variable x2, we use the updated value of x1 (determined in first iteration) while rest of the variables are put equal to zero. In this way we keep iterating and determine the percentage relative error until the desired value of error is obtained.
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