most cited(Non)-hyperuniformity of perturbed lattices

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2026

Fitting regular point patterns with a hyperuniform perturbed lattice

Daniela Flimmel

We introduce a flexible methodology for modelling regular spatial point patterns using hyperuniform perturbed lattices. We show that, under suitable mixing conditions on the displa…

math.PR2026★ 1 cited

(Non)-hyperuniformity of perturbed lattices

David Dereudre, Daniela Flimmel, Martin Huesmann +1

We ask whether a stationary lattice in dimension whose points are shifted by identically distributed but possibly dependent perturbations remains hyperuniform. When or…