Provides a self-contained introduction to the products of independent identically distributed random matrices and to their Lyapunov exponents
Explains the relevance of the theory of reductive algebraic groups and the theory of bounded operators in Banach spaces to the study of random matrices
Contains a proof of the Local Limit Theorem for the norm of the products of independent identically distributed random matrices
We publiceren alleen reviews die voldoen aan de voorwaarden voor reviews. Bekijk onze voorwaarden voor reviews.