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The IDS and Asymptotic of the Largest Eigenvalue of Random Schrödinger Operators with Decaying Random Potential
Published 2 Sep 2020 in math.SP | (2009.00839v2)
Abstract: In this work we obtain the integrated density of states for the Schr\"{o}dinger operators with decaying random potentials acting on $\ell2(\mathbb{Z}d)$. We also study the asymptotic of the largest and smallest eigenvalues of its finite volume approximation
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