A is split into the sum of two separate matrices, D and R, such that A D R. We begin with the following matrix equation: A x b. The algorithm for the Jacobi method is relatively straightforward. XIni = input("Enter initial guesses (Must be a column vector: \n") Įrror("Partial Pivoting does not make the coefficient matrix a diagonally dominant matrix.")ĭisp("Partial Pivoting makes the coefficient matrix a diagonally dominant matrix. The Jacobi method is one way of solving the resulting matrix equation that arises from the FDM. ShowSteps = false %true shows calculation stepsĪ = input( 'Please Enter the Co-efficient Matrix, A:\n' ) ī = input( 'Please Enter the Constants(Must be a column vector, b:\n')
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