question: A is an nxn matrix. all column vectors of A are orthogonal each other. the norm of each column vector of A is 1. show the absolute values of all eigenvalues of A that must be 1?
just dont know what orthogonal and eigenvalues mean in this problem.
Two vectors are orthogonal iff their dot product is zero
Originally Posted by fatboy
A vector X is an eigen vector of a matrix A if there exists a scallar k such that:
then k is the eigenvalue corresponding to the eigenvector X.