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What is Linear Iterative Method for Root Finding about?

This document summarizes numerical methods for solving equations. It describes a linear iterative method for finding roots of equations of the form x=g(x). It provides conditions for the method to converge, including that the derivative of g(x) must be less than 1. An example applies the method to find the real root of x^3 - 3x - 5 = 0, iteratively computing x = √(3 + 5/x) until convergence is reached at approximately 2.279.

Author

Akira Kobashi

Language

EN