Local Eigenvalue Statistics for Higher-Rank Anderson Models After Dietlein-Elgart
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DOI: 10.1142/s0129055x23500174
Abstract: We use the method of eigenvalue level spacing developed by Dietlein and Elgart (arXiv:1712.03925) to prove that the local eigenvalue statistics (LES) for the Anderson model on $Z^d$, with uniform higher-rank $m \geq 2$, single-site… read more here.
Keywords: higher rank; dietlein elgart; eigenvalue statistics; local eigenvalue ... See more keywords