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

Abstract

We establish sharp two-sided weighted bounds on the fundamental solution to the fractional Schrödinger operator using the method of desingularizing weights.

Added a comment on the critical case of relative bound δ=1

References in corpus (3)

• Factorization and estimates of Dirichlet heat kernels for non-local operators with critical killings
• Heat kernel estimates of fractional Schrödinger operators with negative hardy potential
• Heat kernel of fractional Laplacian with Hardy drift via desingularizing weights