Invariant random matrix ensembles: unified derivation of eigenvalue cluster and correlation functions: Introduction and examples
Three classes of invariant ensembles Auxiliary facts from functional analysis, Pfaffians, and three integral identities
Eigenvalue statistics for the three types of ensembles
Universality for orthogonal and symplectic ensembles: Widom's formulae for the $\beta=1$ and $4$ correlation kernels
Large $N$ eigenvalue statistics for the $\beta=1,4$ ensembles with monomial potentials: universality
Bibliography
Index
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