Hello, could you help me to find the eigenvector of this problem?
Let S be an n*n square matrix with all non-zero elements. The sum of the elements of each row is equal to 1. Find an eigenvalue of and an eigenvector of the matrix S as well as one of \(\displaystyle S^2\)
Let S be an n*n square matrix with all non-zero elements. The sum of the elements of each row is equal to 1. Find an eigenvalue of and an eigenvector of the matrix S as well as one of \(\displaystyle S^2\)