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math-ph2008
Low energy properties of the random displacement model
Jeff Baker, Michael Loss, Günter Stolz
We study low-energy properties of the random displacement model, a random Schrödinger operator describing an electron in a randomly deformed lattice. All periodic displacement conf…
math-ph2007
Eigenvalue Correlations in Continuum one-dimensional Anderson Models
Robert Sims, Günter Stolz
The methods used to prove the main result must be incorrect, as they can be used to arrive at a contradiction with previously known results. Thus the paper was withdrawn.
math-ph2003
Fractional Moment Methods for Anderson Localization in the Continuum
Michael Aizenman, Alexander Elgart, Sergey Naboko +2
The fractional moment method, which was initially developed in the discrete context for the analysis of the localization properties of lattice random operators, is extended to appl…