Fractional Schrödinger equation and anomalous relaxation: Nonlocal terms and delta potentials

Lenzi, Ervin K.; Evangelista, Luiz R.; Zola, Rafael S.; Petreska, Irina; Sandev, Trifce

doi:10.1142/s0217732321400046

Fractional Schrödinger equation and anomalous relaxation: Nonlocal terms and delta potentials

Journal

Modern Physics Letters A

Date Issued

2021-02-18

Author(s)

Lenzi, Ervin K.

Evangelista, Luiz R.

Zola, Rafael S.

Sandev, Trifce

DOI

10.1142/s0217732321400046

Abstract

We review and extend some results for the fractional Schrödinger equation by considering nonlocal terms or potential given in terms of delta functions. For each case, we have obtained the solution in terms of the Green function approach.