184 citations · 905 across the 15 of their papers we have counts for
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Oscillating density of states near zero energy for matrices made of blocks with possible application to the random flux problem
E. Brézin, S. Hikami, A. Zee
We consider random hermitian matrices made of complex blocks. The symmetries of these matrices force them to have pairs of opposite real eigenvalues, so that the average density of…
Universal relation between Green's functions in random matrix theory
Anthony Zee, Edouard Brézin
We prove that in random matrix theory there exists a universal relation between the one-point Green's function and the connected two- point Green's function given by \vfi…
Lattices of matrices (revised)
E. Brézin, A. Zee
We study a new class of matrix models, formulated on a lattice. On each site are states with random energies governed by a Gaussian random matrix Hamiltonian. The states on dif…
Correlation Functions in Disordered Systems
E. Brezin, A. Zee
{Recently, we found that the correlation between the eigenvalues of random hermitean matrices exhibits universal behavior. Here we study this universal behavior and develop a diagr…