Download Random Matrices and Their Applications (Contemporary Mathematics) epub
by Joel E. Cohen
The book's major topics include the computation and behavior under perturbation of Lyapunov exponents and the spectral theory of large random matrices. The applications to mathematical and physical sciences under consideration include computer image generation, card shuffling, and other random walks on groups, Markov chains in random environments, the random Schroedinger equations and random waves in random media.
Most of the papers were originally presented at an AMS-IMS-SIAM Joint Summer Research Conference held at Bowdoin College in June, 1984. Of special note are the papers by Kotani on random Schroedinger equations, Yin and Bai on spectra for large random matrices, and Newman on the relations between the Lyapunov and eigenvalue spectra.
Author: Joel E. Cohen
Publisher: Amer Mathematical Society (June 1, 1986)
Pages: 358 pages
ePUB size: 1445 kb
FB2 size: 1507 kb
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