One subject is random matrix theory. What follows is hardly a guide to the entire field of random matrices and Hamiltonians, which is vast, but is exclusively and shamelessly focussed on my work, done in collaboration with E. Br茅zin, J. Feinberg, J. D'Anna, S. Hikami and others....
Additional Reference For very recent developments in RMT, see the review of L. Erdos on the ArXiv: 1004.0861 11. Universality of Wigner random matrices: a Survey of Recent Results 12. L. Erdos and H.T. Yau, A Dynamical Approach to Random Matrix Theory (even more recently) ...
Before we begin studying the intrinsic properties of random matrices, a few more words on what it means to model a system by RMT. We mean the following: Suppose we are investigating some quantities …
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Bibliography Editor information Pierre Bernard Rights and permissions Reprints and permissions Copyright information © 1997 Springer-Verlag About this chapter Cite this chapter Saloff-Coste, L. (1997). Lectures on finite Markov chains. In: Bernard, P. (eds) Lectures on Probability Theory and Statis...
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