14 citations · 68 across the 17 of their papers we have counts for
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math-ph2020★ 5 cited
The defect of toral Laplace eigenfunctions and Arithmetic Random Waves
Par Kurlberg, Igor Wigman, Nadav Yesha
We study the defect (or "signed area") distribution of toral Laplace eigenfunctions restricted to shrinking balls of radius above the Planck scale, in either random Gaussian scenar…
math-ph2019★ 1 cited
Small scale equidistribution for a point scatterer on the torus
Nadav Yesha
We study the small scale distribution of the eigenfunctions of a point scatterer (the Laplacian perturbed by a delta potential) on two- and three-dimensional flat tori. In two dime…
math-ph2016
Uniform Distribution of Eigenstates on a Torus with Two Point Scatterers
Nadav Yesha
We study the Laplacian perturbed by two delta potentials on a two-dimensional flat torus. There are two types of eigenfunctions for this operator: old, or unperturbed eigenfunction…