activity
20172022
collaborators

6 papers

quant-ph2022

Exact Solution of Spherical Harmonic Potential Coupled with E and M fields

Tunde Joseph Taiwo

Using the technique of tridiagonal representation approach; for the first time, we extend this method to study quantum systems with literally perturbed Hamiltonians. Specifically,…

quant-ph2020

Confined systems associated with the discrete Meixner polynomials

A. D. Alhaidari, T. J. Taiwo

Using a formulation of quantum mechanics based on orthogonal polynomials in the energy and physical parameters, we study quantum systems totally confined in space and associated wi…

quant-ph2019

Potential Function Of the Wilson--Racah Quantum System

T . J . Taiwo

In order to establish a correspondence between the reformulation of quantum mechanics without potential function and the conventional quantum mechanics; we obtained the potential f…

math-ph2017

Meixner- Pollaczek Quantum System

Tunde Joseph Taiwo

In an effort to achieve our aims (getting larger quantum system) in the recent reformulation of quantum mechanics without potential function [1-5], we obtained a new quantum system…

math-ph2017

New Quantum System of Wilson Orthogonal Polynomial

Tunde Joseph Taiwo

We find a new quantum system associated with the Wilson Orthogonal Polynomial. In order to establish correspondence between the recent reformulation of quantum mechanic without pot…

math-ph2017

The infinite square well in a reformulation of Quantum mechanics without potential function

A. D. Alhaidari, T. J. Taiwo

Using a recent reformulation of quantum mechanics where the potential function is not required, we are able to obtain the energy spectrum and wave function associated with the infi…