When the spectral radius of a matrix A is strictly less than 1,…

Question Answered step-by-step When the spectral radius of a matrix A is strictly less than 1,… When the spectral radius of a matrix A is strictly less than 1, then does this imply that all the norms of the matrix up to infinity are strictly less than 1 too. Then as a consequence does this imply the sum of the power series the matrix A converges. And if so what does it converge to. Math Share QuestionEmailCopy link Comments (0)