20 citations · 24 across the 13 of their papers we have counts for
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Real Spectra in PT Symmetry Hamiltonians using Tridiagonal Representation Approach
Tunde Joseph Taiwo
We consider the solution of PT symmetry Hamiltonians using the technique of tridiagonal representation approach. This methodology provides more accurate results and proper depictio…
Nonlinear extension of the J-matrix method of scattering: A toy model
A. D. Alhaidari, T. J. Taiwo
We introduce nonlinear extension of the J-matrix method of scattering. The formulation relies predominantly on the linearization of products of orthogonal polynomials. We present a…
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…
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…
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…
Asymptotic Limit of Continuous Dual Hahn Polynomial
A. D. Alhaidari, E. O. Ifidon, T. J. Taiwo
Using Darboux method, we obtain an asymptotic limit for Continuous Dual Hahn Polynomial.The basic concept is to construct a comparison function which is the singular part of the ge…