Power Method for Stochastic Matrices

This example demonstrates the power method for stochastic matrices. The power method is a technique used to find the largest eigenvalue and its corresponding eigenvector of a matrix. Through 49 iterations, the convergence of the eigenvector can be observed. The construction uses commands like Intersect, Vector, Point, Textfield, and objects such as d, c, b, a, n, p_1. Suitable for high school mathematics education, particularly in linear algebra and matrix theory.