Search Results - "Bouvrie, P. A"

Entropy and complexity analysis of Dirac-delta-like quantum potentials by Bouvrie, P.A., Angulo, J.C., Dehesa, J.S.

“…The Dirac-delta-like quantum-mechanical potentials are frequently used to describe and interpret numerous phenomena in many scientific fields including atomic…”
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Quantum entanglement in exactly soluble atomic models: the Moshinsky model with three electrons, and with two electrons in a uniform magnetic field by Bouvrie, P. A., Majtey, A. P., Plastino, A. R., Sánchez-Moreno, P., Dehesa, J. S.

“…We investigate the entanglement-related features of the eigenstates of two exactly soluble atomic models: a one-dimensional three-electron Moshinsky model, and…”
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Entanglement generation through particle detection in systems of identical fermions by Bouvrie, P. A, Valdés-Hernández, A, Majtey, A. P, Zander, C, Plastino, A. R

“…We investigate the generation of entanglement in systems of identical fermions through a process involving particle detection, focusing on the implications…”
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Quantifying Dirac hydrogenic effects via complexity measures by Bouvrie, P. A, López-Rosa, S, Dehesa, J. S

“…Phys. Rev. A 86, 012507 (2012) The primary dynamical Dirac relativistic effects can only be seen in hydrogenic systems without the complications introduced by…”
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Multipartite concurrence for identical-fermion systems by Majtey, A. P, Bouvrie, P. A, Valdés-Hernández, A, Plastino, A. R

“…Phys. Rev. A 93, 032335 (2016) We study the problem of detecting multipartite entanglement among indistinguishable fermionic particles. A multipartite…”
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Entanglement generation through particle detection in systems of identical fermions by Bouvrie, P.A., Valdés-Hernández, A., Majtey, A.P., Zander, C., Plastino, A.R.

“…We investigate the generation of entanglement in systems of identical fermions through a process involving particle detection, focusing on the implications…”
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A generalized relative complexity: Application to atomic one-particle densities by Bouvrie, P.A., Angulo, J.C., Antolín, J.

“…[Display omitted] ► The pioneering relative complexity does not reach its minimum value for identical distributions. ► A two-parameter generalization complies…”
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Entanglement and the Born-Oppenheimer approximation in an exactly solvable quantum many-body system by Bouvrie, P. A, Majtey, A. P, Tichy, M. C, Dehesa, J. S, Plastino, A. R

“…Eur. Phys. J. D 68, 346 (2014) We investigate the correlations between different bipartitions of an exactly solvable one-dimensional many-body Moshinsky model…”
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Generalized Quantum Similarity Index: Applications in atoms by Bouvrie, P.A., Antolín, J., Angulo, J.C.

“…[Display omitted] ►Quantum similarity extensions: number of functions, weights, long-range enhancement. ► Generalized similarity among atomic charge densities…”
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Quantum entanglement in exactly soluble atomic models: The Moshinsky model with three electrons, and with two electrons in a uniform magnetic field by Bouvrie, P. A, Majtey, A. P, Plastino, A. R, Sánchez-Moreno, P, Dehesa, J. S

“…We investigate the entanglement-related features of the eigenstates of two exactly soluble atomic models: a one-dimensional three-electron Moshinsky model, and…”
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Quantifying Dirac hydrogenic effects via complexity measures by Bouvrie, P. A., López-Rosa, S., Dehesa, J. S.

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Geometric Rényi divergence: A comparative measure with applications to atomic densities by Antolín, J., Bouvrie, P. A., Angulo, J. C.

“…An alternative one-parameter measure of divergence is proposed, quantifying the discrepancy among general probability densities. Its main mathematical…”
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