Universal limits for the eigenvalue correlation functions in the bulk of the
spectrum are shown for a class of nondeterminantal random matrices known as the
fixed trace ensemble.Comment: 32 pages; Latex; result improved; proofs modified; reference added;
  typos correcte

Gordin, Mikhail

Götze, Friedrich

English

arXiv

Götze F, Gordin M. Limit correlation functions for fixed trace random matrix ensembles. COMMUNICATIONS IN MATHEMATICAL PHYSICS. 2008;281(1):203-229.Universal limits for the eigenvalue correlation functions in the bulk of the spectrum are shown for a class of nondeterminantal random matrices known as the fixed trace or the Hilbert-Schmidt ensemble. These universal limits have been proved before for determinantal Hermitian matrix ensembles and for some special classes of the Wigner random matrices

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Limit correlation functions for fixed trace random matrix ensembles

http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.233.9645

Limit Correlation Functions for Fixed Trace Random Matrix Ensembles

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