Diagonalization of a matrix
= Diagonalization of a matrix
A diagonalization is a factorization $A=PDP^{-1}$ in which $D$ is diagonal and the columns of $P$ form an eigenvector basis.
= Diagonalization of a matrix
A diagonalization is a factorization $A=PDP^{-1}$ in which $D$ is diagonal and the columns of $P$ form an eigenvector basis.