The low lying spectrum of one-dimensional random models

Update: 2012-09-25

Description

The talk will be devoted to the description of the low luing spectrum and the associated states of one-dimensional random models. The description will be applied to the study of one-dimensional fermions interacting in a random field.

Comments

In Channel

Progress in rigorous multi-particle localization: Simpler proofs of stronger results

2012-09-2541:59

Spreading in potentials random in space and time

2012-09-2540:07

The low lying spectrum of one-dimensional random models

2012-09-2544:13

Near integrable systems

2012-09-2540:53

Enhancement of Superconductivity by Anderson Localization

2012-09-2544:10

Statistical mechanics approach to the random matrix models

2012-09-2543:21

Anderson localization, topology, and interaction

2012-09-2441:41

Universality of the second mixed moment of the characteristic polynomials of the 1D Gaussian band matrices

2012-09-2442:03

Universal statistics for directed polymers and the KPZ equation from the replica Bethe Ansatz

2012-09-2443:02

New results on Rademacher Fourier and Taylor series

2012-09-2433:30

Diffusion for a quantum particle coupled to a phonon gas

2012-09-2443:49

Supersymmetry in localization/delocalization problems

2012-09-2442:54

Localization for Linearly Reinforced Random Walks and Vertex Reinforced Jump Processes (iii)

2012-09-2439:06

Kolmogorov turbulence, Anderson localization and KAM integrability

2012-09-2445:04

Anomalously localized states in the one-dimensional Anderson localization model at E=0

2012-09-2443:53

Edge reinforced random walks, Vertex reinforced jump process and the SuSy hyperbolic sigma model (II)

2012-09-2141:25

Freezing Transition, Characteristic Polynomials of Random Matrices, and the Riemann Zeta-Function

2012-09-2139:08

Classification and symmetry properties of scaling dimensions at Anderson transitions

2012-09-2144:40

Recent progress in the spectral theory of first order elliptic systems

2012-09-2140:59

Topological phases of matter, Anderson localization/delocalization and anomalous transport law

2012-09-2141:30

00:00

The low lying spectrum of one-dimensional random models

#box-pro-ellipsis-176144376276795{-webkit-line-clamp:2;}The low lying spectrum of one-dimensional random models

The low lying spectrum of one-dimensional random models

Steve Greenham

The low lying spectrum of one-dimensional random models