BLONDEL, Vincent; NESTEROV, Yu - Center for Operations Research and Econometrics (CORE), … - 2008
We propose two simple upper bounds for the joint spectral radius of sets of nonnegative matrices. These bounds, the … corresponding bounds coincide with the joint spectral radius. In these cases, the joint spectral radius is also given by the largest … spectral radius of the matrices in the set. As a byproduct of these results, we propose a polynomial-time technique for solving …