We consider the application of the supersymmetric quantum-mechanical formalism to the
Schrödinger equation describing a particle characterized by a position-dependent effective …

We have written this book in order to provide a single compact source for undergraduate
and graduate students, as well as for professional physicists who want to understand the …

We review solvable models within the framework of supersymmetric quantum mechanics
(SUSYQM). In SUSYQM, the shape invariance condition insures solvability of quantum …

All known additive shape invariant superpotentials in nonrelativistic quantum mechanics
belong to one of two categories: superpotentials that do not explicitly depend on ħ, and their …

Self-similar potentials generalize the concept of shape invariance which was originally
introduced to explore exactly solvable potentials in quantum mechanics. In this paper it is …

We develop generalized coherent states based on the Gazeau–Klauder formalism for a
particle with position-dependent mass trapped in an infinite square well. We study the …

Using ladder operators for the non-linear oscillator with position-dependent effective mass,
realization of the dynamic group SU (1, 1) is presented. Kee** in view the algebraic …

Generalized coherent states for shape-invariant potentials are constructed using an
algebraic approach based on supersymmetric quantum mechanics. We show that this …

Abstract Information entropy has played a key role in a wide range of disciplines, for
instance, classical and quantum information processing, quantum computing, quantum …

Starting with the Lagrangian formalism with N= 2 supersymmetry in terms of two Grassmann
variables in Classical Mechanics, the Dirac canonical quantization method is implemented …