most citedRandom discrete Schrödinger operators from Random Matrix Theory

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math-ph2005★ 1 cited

Random discrete Schrödinger operators from Random Matrix Theory

Jonathan Breuer, Peter J. Forrester, Uzy Smilansky

We investigate random, discrete Schrödiner operators which arise naturally in the theory of random matrices, and depend parametrically on Dyson's Coulomb gas inverse temperature $β…

math-ph2004

Spacing distributions in random matrix ensembles

P. J. Forrester

This paper is my contribution to the planned publication Recent Perspectives in Random Matrix Theory (Cambridge University Press). Addressed is the problem of computing spacing dis…