24 citations · 34 across the 3 of their papers we have counts for
7 papers
Symmetry classes in random matrix theory
Martin R. Zirnbauer
Dyson's (1962) classification of matrix ensembles is reviewed from a modern perspective, and its recent extension to disordered fermion problems is motivated and described. It is e…
The supersymmetry method of random matrix theory
Martin R. Zirnbauer
The supersymmetry method pioneered by Wegner and Efetov (1979-1983) is reviewed for the case of Hermitian band random matrices, with special attention given to the original method…
Howe Duality for an Induced Model of Lattice U(N) Yang-Mills Theory
J. Budczies, M. R. Zirnbauer
We propose an approach that views U(N_c) Yang-Mills theory as the critical point of an induced gauge model on the lattice. Similar recent proposals based on the color-flavor transf…
Conformal field theory of the integer quantum Hall plateau transition
Martin R. Zirnbauer
A solution to the long-standing problem of identifying the conformal field theory governing the transition between quantized Hall plateaus of a disordered noninteracting 2d electro…
Another critique of the replica trick
Martin R. Zirnbauer
Kamenev and Mezard, and Yurkevich and Lerner, have recently shown how to reproduce the large-frequency asymptotics of the energy level correlations for disordered electron systems,…
Pair correlations of quantum chaotic maps from supersymmetry
Martin R. Zirnbauer
A conjecture due to Bohigas, Giannoni and Schmit (BGS), stating that the energy level correlations of quantum chaotic systems generically obey the laws of random matrix theory, is…