Heat kernel of fractional Laplacian with Hardy drift via desingularizing weights

Abstract

We establish sharp two-sided bounds on the heat kernel of the fractional Laplacian, perturbed by a drift having critical-order singularity, by transferring it to appropriate weighted space with singular weight.

Improved presentation

Cited by in corpus (1)

• Two-sided weighted bounds on fundamental solution to fractional Schrödinger operator