In this paper we consider Anderson models with a large number of sites with zero interaction. For such models we study the spectral statistics in the region of complete localization. We show that Poisson statistics holds for such energies, by proving the Minami estimate. © European Mathematical Society.

Krishna Maddaly

Department of Mathematics

W. Kirsch

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Journal	Journal of Spectral Theory
Publisher	European Mathematical Society Publishing House
ISSN	1664039X