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A “lifting” method for exponential large deviation estimates and an application to certain non-stationary 1D lattice Anderson models
Proofs of localization for random Schr\"odinger operators with sufficiently regular distribution of the potential can take advantage of the fractional moment method introduced by Aizenman-Molchanov, or use the classical Wegner estimate as part of another method, e.g. the multi-scale analysis introduced by Fr\"ohlich-Spencer and significantly developed by Klein and his …