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Local law for eigenvalues of random Hermitian matrices with external source - MaRDI portal

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Local law for eigenvalues of random Hermitian matrices with external source

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Publication:6245698

arXiv1310.4611MaRDI QIDQ6245698

Author name not available (Why is that?)

Publication date: 17 October 2013

Abstract: We prove a local law for eigenvalues of the random Hermitian matrices with external source Wn=frac1nXn+An where Xn is Wigner matrix and An is diagonal matrix with only two values a,a on the diagonal. The local law is an essential step to prove the universality conjecture for this random matrix model.












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