J. Mancini

activity

20122020

collaborators

3 papers

cond-mat.mes-hall2020

Statistical thermodynamics of the diced lattice

Norman J. M. Horing, M. L. Glasser, Jay D. Mancini

In this work we analyze the statistical thermodynamics of Diced lattice carriers employing a Greens function formulation to examine the grand potential, Helmholtz free energy, the…

math-ph2014

Quantum Particle Dynamics in a Highly Singular 1D-Potential $U (x) = - α δ (x) + β δ^{'} (x)$ Superposed on a Well-Behaved One

Norman J. Morgenstern Horing

We examine the one-dimensional quantum dynamics of a Schroedinger particle in a potential represented by a generalized function of the form $U (x) = - α δ (x) + β d (δ (x)) / d x$ superposed…

quant-ph2012

Charge Conjugation, Heavy Ions, e^+ e^- pairs: Was there a better way to add potentials to Dirac's free electrons?

Samuel P. Bowen, Jay D. Mancini

This is a study of a possible alternative procedure for adding a potential energy to the free electron Dirac equation. When Dirac added potentials to his free electron equation, th…

Statistical thermodynamics of the diced lattice

Quantum Particle Dynamics in a Highly Singular 1D-Potential U(x)=−αδ(x)+βδ′(x) Superposed on a Well-Behaved One

Charge Conjugation, Heavy Ions, e^+ e^- pairs: Was there a better way to add potentials to Dirac's free electrons?

Quantum Particle Dynamics in a Highly Singular 1D-Potential $U (x) = - α δ (x) + β δ^{'} (x)$ Superposed on a Well-Behaved One