Search Results - "Ojeda-Guillén, D" :: K.UTB vyhledávací portál

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Algebraic approach and coherent states for a relativistic quantum particle in cosmic string spacetime

by Salazar-Ramírez, M., Ojeda-Guillén, D., Mota, R.D.
Published in Annals of physics (01.09.2016)

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Sp(4, R) algebraic approach of the most general Hamiltonian of a two-level system in two-dimensional geometry

by Choreño, E., Ojeda-Guillén, D.
Published in European physical journal plus (01.12.2019)

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SU(1,1) solution for the Dunkl oscillator in two dimensions and its coherent states

by Salazar-Ramırez, M., Ojeda-Guillén, D., Mota, R. D., Granados, V. D.
Published in European physical journal plus (01.01.2017)

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Algebraic solution and coherent states for the Dirac oscillator interacting with a topological defect

by Salazar-Ramírez, M., Ojeda-Guillén, D., Morales-González, A., García-Ortega, V. H.
Published in European physical journal plus (01.01.2019)

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Spin Number Coherent States and the Problem of Two Coupled Oscillators

by Ojeda-Guillén, D., Mota, R.D., Granados, V.D.
Published in Communications in theoretical physics (01.07.2015)

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Coherent States for the Two-Dimensional Dirac-Moshinsky Oscillator Coupled to an External Magnetic Field

by Ojeda-Guillén, D., Mota, R.D., Granados, V.D.
Published in Communications in theoretical physics (01.03.2015)

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SU(1, 1) and SU(2) Perelomov number coherent states: algebraic approach for general systems

by Ojeda-Guillén, D., Salazar-Ramírez, M., Mota, R. D., Granados, V. D.
Published in Journal of nonlinear mathematical physics (01.01.2016)

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The generalized Fokker–Planck equation in terms of Dunkl-type derivatives

by Mota, R.D., Ojeda-Guillén, D., Xicoténcatl, M.A.
Published in Physica A (01.02.2024)

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The Dunkl–Fokker–Planck Equation in 1+1 Dimensions

by Mota, R. D., Ojeda-Guillén, D., Xicoténcatl, M. A.
Published in Few-body systems (01.06.2024)

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Exact solution of the relativistic Dunkl oscillator in (2+1) dimensions

by Mota, R.D., Ojeda-Guillén, D., Salazar-Ramírez, M., Granados, V.D.
Published in Annals of physics (01.12.2019)

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Two-mode generalization of the Jaynes–Cummings and Anti-Jaynes–Cummings models

by Choreño, E., Ojeda-Guillén, D., Salazar-Ramírez, M., Granados, V.D.
Published in Annals of physics (01.12.2017)

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SU(1,1) coherent states for Dirac–Kepler–Coulomb problem in D+1 dimensions with scalar and vector potentials

by Ojeda-Guillén, D., Mota, R.D., Granados, V.D.
Published in Physics letters. A (14.08.2014)

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$SU(1,1)\times SU(2)$ approach and the Mandel parameter to the Hamiltonian of two oscillators with weak coupling$

SU(1,1)\times SU(2)$ approach and the Mandel parameter to the Hamiltonian of two oscillators with weak coupling

by Vega, J. C, Ojeda-Guillén, D, Mota, R. D
Year of Publication 12.09.2024

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$Effect of the two-parameter generalized Dunkl derivative on the two-dimensional Schr\"odinger equation$

Effect of the two-parameter generalized Dunkl derivative on the two-dimensional Schr\"odinger equation

by Mota, R. D, Ojeda-Guillén, D
Year of Publication 20.07.2022

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The Dunkl-Fokker-Planck Equation in $1+1$ Dimensions

by Mota, R. D, Ojeda-Guillén, D, Xicoténcatl, M. A
Year of Publication 08.10.2023

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$Exact solutions of the Schr\"odinger Equation with Dunkl Derivative for the Free-Particle Spherical Waves, the Pseudo-Harmonic Oscillator and the Mie-type Potential$

Exact solutions of the Schr\"odinger Equation with Dunkl Derivative for the Free-Particle Spherical Waves, the Pseudo-Harmonic Oscillator and the Mie-type Potential

by Mota, R. D, Ojeda-Guillén, D
Year of Publication 07.03.2021

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Sp(4,R)$ algebraic approach of the most general Hamiltonian of a two-level system in two-dimensional geometry

by Choreño, E, Ojeda-Guillén, D
Year of Publication 15.02.2019

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The Generalized Fokker-Planck Equation in terms of Dunkl-type Derivatives

by Mota, R D, Ojeda-Guillén, D, Xicoténcatl, M A
Published in arXiv.org (18.01.2024)

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Algebraic approach and Berry phase of a Hamiltonian with a general $SU(1,1)$ symmetry

by Choreño, E, Valencia, R, Ojeda-Guillén, D
Year of Publication 30.08.2020

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Berry phase and the Mandel parameter of the non-degenerate parametric amplifier

by Vega, J C, Choreño, E, Ojeda-Guillén, D, Mota, R D
Published in arXiv.org (08.04.2024)

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