Conditionally exactly solvable potential and dual transformation in quantum mechanics

TL;DR

This paper discusses a duality between a conditionally exactly solvable potential and an exactly solvable potential in quantum mechanics, highlighting their interconnectedness and the implications for solvable models.

Contribution

It reveals a dual relationship between conditionally exactly solvable and exactly solvable potentials, expanding understanding of solvable systems in quantum mechanics.

Findings

Identifies the duality between two classes of solvable potentials.

Provides insights into the structure of conditionally solvable systems.

Highlights the implications for quantum solvable models.

Abstract

We comment that the conditionally exactly solvable potential of Dutt et al. and the exactly solvable potential from which it is derived form a dual system.