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math-ph2010★ 39 cited
Orthogonal and symplectic matrix models: universality and other properties
M. Shcherbina
We study orthogonal and symplectic matrix models with polynomial potentials and multi interval supports of the equilibrium measure. For these models we find the bounds (similar to…
math-ph2010★ 53 cited
Fluctuations of eigenvalues of matrix models and their applications
T. Kriecherbauer, M. Shcherbina
We study the expectation of linear eigenvalue statistics of matrix models with any , assuming that the potential is a real analytic function and that the corresponding equ…