Preprint
Sep 2026
Poisson eigenvalue statistics and dynamical delocalization for fractional and long-range Anderson models
We study local eigenvalue statistics and dynamical (de)-localization properties for long-range Anderson models, including the fractional Anderson model. These systems are random Anderson-type perturbations of operators with long-range (non random) hopping terms of the form $|T(n,m)| \sim \|n-m\|^{-(d+2\beta)}$ for $\be...
P. Hislop, Rodrigo Matos, C. Rojas-Molina
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