activity
19942026
most citedAnderson Transitions

2.1k citations · 14.1k across the 224 of their papers we have counts for

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Showing 2002Show all

6 papers · 1 filter

cond-mat.dis-nn2002★ 28 cited

Loschmidt Echo and Lyapunov Exponent in a Quantum Disordered System

Y. Adamov, I. V. Gornyi, A. D. Mirlin

We investigate the sensitivity of a disordered system with diffractive scatterers to a weak external perturbation. Specifically, we calculate the fidelity M(t) (also called the Los…

cond-mat.mes-hall2002★ 1 cited

High cumulants of current fluctuations out of equilibrium

D. B. Gutman, Yuval Gefen, A. D. Mirlin

We consider high order current cumulants in disordered systems out of equilibrium. They are interesting and reveal information which is not easily exposed by the traditional shot n…

cond-mat.mes-hall2002★ 43 cited

Wave function statistics and multifractality at the spin quantum Hall transition

A. D. Mirlin, F. Evers, A. Mildenberger

The statistical properties of wave functions at the critical point of the spin quantum Hall transition are studied. The main emphasis is put onto determination of the spectrum of m…

cond-mat.mes-hall2002★ 23 cited

Quantum Hall ferromagnets, cooperative transport anisotropy, and the random field Ising model

J. T. Chalker, D. G. Polyakov, F. Evers +2

We discuss the behaviour of a quantum Hall system when two Landau levels with opposite spin and combined filling factor near unity are brought into energetic coincidence using an i…

cond-mat.mes-hall2002★ 84 cited

Interaction-induced magnetoresistance: From the diffusive to the ballistic regime

I. V. Gornyi, A. D. Mirlin

We study interaction-induced quantum correction to the conductivity tensor of electrons in two dimensions for arbitrary T tau, where T is the temperature and tau the transport mean…

cond-mat.mes-hall2002★ 32 cited

Multifractality at the spin quantum Hall transition

F. Evers, A. Mildenberger, A. D. Mirlin

Statistical properties of critical wave functions at the spin quantum Hall transition are studied both numerically and analytically (via mapping onto the classical percolation). It…