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BIRS Workshop Lecture Videos

Heavy tails and one-dimensional localization Cranston, Michael

Description

In this talk we address a question posed several years ago by G. Zaslovski: what is the effect of heavy tails of one-dimensional random potentials on the standard objects of localization theory: Lyapunov exponents, density of states, statistics of eigenvalues, etc. We'll consider several models of potentials constructed by the use of $iid$ random variables which belong to the domain of attraction of the stable distribution with parameter $\alpha

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