Eigensolutions of generalized fractional Schrödinger equation with Hulthén–Hellmann potential and topological defects

Researchers have investigated the eigensolutions of a generalized fractional Schrödinger equation. This study specifically incorporates the Hulthén–Hellmann potential and examines the implications of topological defects within this framework. The work aims to provide a deeper understanding of quantum mechanical systems described by these advanced mathematical models.

This research contributes to the theoretical understanding of quantum mechanics, particularly in scenarios involving complex potentials and topological phenomena.