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R Plastino

Showing results (1-10 of 24) with videos related to

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Physical Review Letters|November 5, 2004
Liouville dynamics and the conservation of classical informationA R Plastino, A Daffertshofer
Entropy (Basel, Switzerland)|May 16, 2023
Brief Review on the Connection between the Micro-Canonical Ensemble and the <i>S</i>-Canonical Probability DistributionAngel R Plastino, Angelo Plastino
Entropy (Basel, Switzerland)|December 8, 2020
Nonlinear Fokker-Planck Equation Approach to Systems of Interacting Particles: Thermostatistical Features Related to the Range of the InteractionsAngel R Plastino, Roseli S Wedemann
Physical Review Letters|June 13, 2002
Classical no-cloning theoremA Daffertshofer, A R Plastino, A Plastino
Entropy (Basel, Switzerland)|August 26, 2023
Magic Numbers and Mixing Degree in Many-Fermion SystemsD Monteoliva, A Plastino, A R Plastino
Medical Group Management Journal|February 8, 1990
Innovative scheduling for maximum space useR Plastino, A R Geving, B A Johnson
Chaos (Woodbury, N.Y.)|December 1, 2022
Statistical dynamics of driven systems of confined interacting particles in the overdamped-motion regimeS Curilef, A R Plastino, R S Wedemann
Physical Review Letters|April 6, 2001
Nonextensive thermostatistics and the H theoremJ A Lima, R Silva, A R Plastino
Physical Review. E|January 14, 2017
Curl forces and the nonlinear Fokker-Planck equationR S Wedemann, A R Plastino, C Tsallis
Pediatrics|May 1, 1990
Impact of eligibility criteria on phototherapy program size and costR Plastino, D M Buchner, E H Wagner
Pageof 3

Showing results (1-10 of 24) with videos related to

Sort By:
Pageof 3
Physical Review Letters|November 5, 2004
Liouville dynamics and the conservation of classical informationA R Plastino, A Daffertshofer
Entropy (Basel, Switzerland)|May 16, 2023
Brief Review on the Connection between the Micro-Canonical Ensemble and the <i>S</i>-Canonical Probability DistributionAngel R Plastino, Angelo Plastino
Entropy (Basel, Switzerland)|December 8, 2020
Nonlinear Fokker-Planck Equation Approach to Systems of Interacting Particles: Thermostatistical Features Related to the Range of the InteractionsAngel R Plastino, Roseli S Wedemann
Physical Review Letters|June 13, 2002
Classical no-cloning theoremA Daffertshofer, A R Plastino, A Plastino
Entropy (Basel, Switzerland)|August 26, 2023
Magic Numbers and Mixing Degree in Many-Fermion SystemsD Monteoliva, A Plastino, A R Plastino
Medical Group Management Journal|February 8, 1990
Innovative scheduling for maximum space useR Plastino, A R Geving, B A Johnson
Chaos (Woodbury, N.Y.)|December 1, 2022
Statistical dynamics of driven systems of confined interacting particles in the overdamped-motion regimeS Curilef, A R Plastino, R S Wedemann
Physical Review Letters|April 6, 2001
Nonextensive thermostatistics and the H theoremJ A Lima, R Silva, A R Plastino
Physical Review. E|January 14, 2017
Curl forces and the nonlinear Fokker-Planck equationR S Wedemann, A R Plastino, C Tsallis
Pediatrics|May 1, 1990
Impact of eligibility criteria on phototherapy program size and costR Plastino, D M Buchner, E H Wagner
Pageof 3