The Integrated Density of States of the 1D Discrete Anderson-Bernoulli Model at Rational Energies

Published 13 Aug 2021 in math-ph, math.MP, and math.SP | (2108.06311v2)

Abstract: We show there is a countable dense set of energies at which the integrated density of states of the 1D discrete Anderson-Bernoulli model can be given explicitly and does not depend on the disorder parameter, provided the latter is above an energy-dependent threshold.

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Daniel Sánchez-Mendoza

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