An extended scenario for the Schrodinger equation

TL;DR

This paper extends an algebraic approach to solving the Schrödinger equation for more realistic potentials across various physics disciplines, linking it to other algebraic methods.

Contribution

It introduces an extended scenario for the Schrödinger equation solutions, broadening the applicability of algebraic techniques to realistic potentials.

Findings

Extended algebraic framework for Schrödinger equation solutions

Application to diverse physical potentials

Connection established with existing algebraic methods

Abstract

The concept of the elegant work introduced by Levai in Ref. [5] is extended for the solutions of the Schrodinger equation with more realistic other potentials used in different disciplines of physics. The connection between the present model and the other alternative algebraic technique in the literature is discussed