Fall-off of eigenfunctions for non-local Schrödinger operators with decaying potentials by Kamil Kaleta, Jozsef Lorinczi

“…We study the spatial decay of eigenfunctions of non-local Schrodinger operators based on generators of symmetric jump-paring Levy processes with Kato-class potentials decaying at infinity. This class of processes has the property that the intensity of single large jumps dominates the intensity of all multiple large jumps. …”
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