Chen T. — Localization Lengths and Boltzmann Limit for the Anderson Model at Small Disorders in Dimension 3
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Название: Localization Lengths and Boltzmann Limit for the Anderson Model at Small Disorders in Dimension 3
Автор: Chen T.
Аннотация:
We prove lower bounds on the localization length of eigenfunctions in the three-dimensional Anderson model at weak disorders. Our results are similar to those obtained by Schlag, Shubin and Wolff, [J. Anal. Math. 88 (2002)], for dimensions one and two.
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