Fixed Point Iteration Method for Solving Nonlinear Equation Systems
This MATLAB implementation solves nonlinear equation systems using the fixed point iteration method, incorporating convergence checks and iterative solution approximation.
Finding a Root of Nonlinear Equations Using Fixed-Point Iteration Method
mulStablePoint - Finds a root of nonlinear equations using fixed-point iteration method; mulNewton - Uses Newton's method to find a root of nonlinear equations; mulDiscNewton - Applies discrete Newton's method to find a root of nonlinear equations; mulMix - Employs Newton-Jacobi iteration method to find a root of nonlinear equations; mulNewtonSOR - Utilizes Newton-SOR iteration method to find a root of nonlinear equations; mulDNewton - Implements Newton's descent method to find a root of nonlinear equations; mulGXF1 - Applies the first form of two-point secant method to find a root of nonlinear equations; mulGXF2 - Uses the second form of two-point secant method to find a root of nonlinear equations
MATLAB Implementation of Stepwise Search Method
This is the main MATLAB program for the stepwise search method, along with implementations of Newton's method and fixed-point iteration
MATLAB Implementation of the Step-by-Step Search Method
MATLAB implementation of the step-by-step search method with integration of Newton's method and fixed-point iteration for root finding and optimization