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T. Biró, G. Purcsel, B. Müller (2004)
What is the temperature in heavy ion collisionsActa Physica Hungarica A) Heavy Ion Physics, 21
Giorgio Kaniadakis (2001)
Non-linear kinetics underlying generalized statisticsPhysica A-statistical Mechanics and Its Applications, 296
C. Tsallis, E. Brigatti (2003)
Nonextensive statistical mechanics: A brief introductionContinuum Mechanics and Thermodynamics, 16
T.S.Biro, G.Kaniadakis (2005)
Two generalizations of the Boltzmann equation
Giorgio Kaniadakis, A. Lavagno, P. Quarati (1996)
Generalized statistics and solar neutrinosPhysics Letters B, 369
T. Biró, G. Purcsel (2005)
Quark matter and non-extensive thermodynamicsActa Physica Hungarica A) Heavy Ion Physics, 22
T. Biró, Giorgio Kaniadakis (2005)
Two generalizations of the Boltzmann equationThe European Physical Journal B - Condensed Matter and Complex Systems, 50
T. Biró, G. Györgyi, A. Jakovác, G. Purcsel (2005)
A non-conventional description of quark matterJournal of Physics G, 31
J. Schaffner-Bielich, D. Kharzeev, L. McLerran, R. Venugopalan (2001)
Generalized scaling of the transverse mass spectrum at the relativistic heavy-ion colliderNuclear Physics, 705
T. Biró, G. Purcsel (2005)
Nonextensive boltzmann equation and hadronization.Physical review letters, 95 16
Giorgio Kaniadakis, A. Lavagno, M. Lissia, P. Quarati (1997)
ANOMALOUS DIFFUSION MODIFIES SOLAR NEUTRINO FLUXESPhysica A-statistical Mechanics and Its Applications, 261
C. Tsallis, Ernesto Borges (2003)
NONEXTENSIVE STATISTICAL MECHANICS — APPLICATIONS TO NUCLEAR AND HIGH ENERGY PHYSICSarXiv: Statistical Mechanics
We present first results of the development of a test particle simulation for solving non-extensive extensions of the elastic two-particle Boltzmann equation. Stationary one-particle energy distributions with power-law tail are obtained.
Acta Physica Hungarica Series A, Heavy Ion Physics – Springer Journals
Published: Aug 29, 2009
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