Shape invariant potentials in supersymmetric quantum cosmology
In this brief review, we comment on the concept of shape invariant potentials, which is an
essential feature in many settings of N= 2 supersymmetric quantum mechanics. To motivate …
essential feature in many settings of N= 2 supersymmetric quantum mechanics. To motivate …
[BOOK][B] Supersymmetric quantum mechanics: An introduction
A Gangopadhyaya, JV Mallow, C Rasinariu - 2017 - books.google.com
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 …
and graduate students, as well as for professional physicists who want to understand the …
[PDF][PDF] On the nature of the conformable derivative and its applications to physics
The purpose of this work is to show that the Khalil and Katagampoula conformable
derivatives are equivalent to the simple change of variables x→ xα/α, where α is the order of …
derivatives are equivalent to the simple change of variables x→ xα/α, where α is the order of …
Energy and momentum eigenspectrum of the Hulthén-screened cosine Kratzer potential using proper quantization rule and SUSYQM method
KR Purohit, RH Parmar, AK Rai - Journal of Molecular Modeling, 2021 - Springer
Abstract Using the Qiang-Dong proper quantization rule (PQR) and the supersymmetric
quantum mechanics approach, we obtain the eigenspectrum of the energy and momentum …
quantum mechanics approach, we obtain the eigenspectrum of the energy and momentum …
From Data to Insights: Leveraging AI and Reciprocal Symmetry for Business Intelligence
This paper examines how business intelligence (BI) uses AI and reciprocal symmetry
principles to gain actionable insights from data. The goals are to study the synergy between …
principles to gain actionable insights from data. The goals are to study the synergy between …
Nonlinear approximations to critical and relaxation processes
S Gluzman - Axioms, 2020 - mdpi.com
We develop nonlinear approximations to critical and relaxation phenomena, complemented
by the optimization procedures. In the first part, we discuss general methods for calculation …
by the optimization procedures. In the first part, we discuss general methods for calculation …
[HTML][HTML] Exactly solvable new classes of potentials with finite discrete energies
J Benbourenane, H Eleuch - Results in Physics, 2020 - Elsevier
In this work, we propose more realistic models with discrete and finite number of energy
levels that could fit well to molecules with potentials that were modeled previously as …
levels that could fit well to molecules with potentials that were modeled previously as …
Eigensolution of the Klein–Gordon equation for modified Yukawa–Kratzer potential and its applications using parametric Nikiforov–Uvarov and SUSYQM method
RH Parmar, PC Vinodkumar - Journal of Mathematical Chemistry, 2021 - Springer
We propose here a modified Yukawa–Kratzer potential (MYKP) and determines its
eigenvalue solutions. The energy spectrum in relativistic and non-relativistic regime with …
eigenvalue solutions. The energy spectrum in relativistic and non-relativistic regime with …
Computing the Maslov index for large systems
We address the problem of computing the Maslov index for large linear symplectic systems
on the real line. The Maslov index measures the signed intersections (with a given reference …
on the real line. The Maslov index measures the signed intersections (with a given reference …
[HTML][HTML] Exactness of SWKB for shape invariant potentials
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