Oscillators in a (2+ 1)-dimensional noncommutative space F Vega
Journal of Mathematical Physics 55 (3), 2014
16 2014 Noncommutativity in ( )-dimensions and the Lorentz group H Falomir, F Vega, J Gamboa, F Mendez, M Loewe
Physical Review D 86 (10), 105035, 2012
14 2012 Stability and conductivity of proppant packs during flowback in unconventional reservoirs: A CFD–DEM simulation study FG Vega, CM Carlevaro, M Sánchez, LA Pugnaloni
Journal of Petroleum Science and Engineering 201, 108381, 2021
11 2021 On the algebraic structure of rotationally invariant two-dimensional Hamiltonians on the noncommutative phase space H Falomir, PAG Pisani, F Vega, D Cárcamo, F Méndez, M Loewe
Journal of Physics A: Mathematical and Theoretical 49 (5), 055202, 2016
10 2016 Boundaries in the Moyal plane H Falomir, SA Franchino Viñas, PAG Pisani, F Vega
Journal of High Energy Physics 2013 (12), 1-20, 2013
9 2013 Magnetic properties of a Fermi gas in a noncommutative phase space S Franchino-Viñas, F Vega
The European Physical Journal Plus 136 (8), 1-16, 2021
2 2021 Magnetic properties of a Fermi gas in a noncommutative phase space SF Viñas, F Vega
arXiv preprint arXiv:1606.03487, 2016
2 2016 Simulation of proppant conductivity test: effect of particle size dispersion FG Vega, CM Carlevaro, M Baldini, MA Madrid, LA Pugnaloni
Petroleum Science and Technology, 1-19, 2024
2024 Estructura algebraica de sistemas cuánticos en espacios de fases no-conmutativos FG Vega
Universidad Nacional de La Plata, 2015
2015 Harmonic and Dirac oscillators in a (2+ 1)-dimensional noncommutative space F Vega
arXiv preprint arXiv:1304.5495, 2013
2013