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Random discrete Schr̈odinger operators from random matrix theory
Jonathan Breuer
*
, Peter J. Forrester
, Uzy Smilansky
*
Corresponding author for this work
Einstein Institute of Mathematics
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peer-review
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Keyphrases
Random Matrix Theory
100%
Discrete Schrödinger Operator
100%
Power Law
50%
Eigenstates
50%
Random Matrices
50%
Extended States
50%
Random Potential
50%
Coulomb Gas
50%
Singular Continuous Spectrum
50%
Inverse Temperature
50%
Pure Point Spectrum
50%
Random Schrödinger Operators
50%
Mathematics
Random Matrix
100%
Continuous Spectra
100%
Random Matrix Theory
100%
Inverse Temperature
100%
Point Spectrum
100%
Eigenvector
100%