Nonextensive Statistical Mechanics

Bibliography 361431. M.J.A. Bolzan, F.M. Ramos, L.D.A. Sa, C. Rodrigues Neto and R.R. Rosa, Analysis offine-scale canopy turbulence within and above an Amazon forest using Tsallis’ generalizedthermostatistics, J. Geophys. Res. Atmos. 107, 8063 (2002).432. F.M. Ramos, M.J.A. Bolzan, L.D.A. Sa and R.R. Rosa, Atmospheric turbulence within andabove an Amazon forest, Physica D 193, 278 (2004).433. C. Beck, G.S. Lewis and H.L. Swinney, Measuring non-extensivity parameters in a turbulentCouette-Taylor flow, Phys. Rev. E 63, 035303 (2001).434. C. Tsallis, E.P. Borges and F. Baldovin, Mixing and equilibration: Protagonists in the sceneof nonextensive statistical mechanicws, Physica A 305, 1 (2002).435. B.M. Boghosian and J.P. Boon, Lattice Boltzmann equation and nonextensive diffusion,in Nonextensive Statistical Mechanics: New Trends, new perspectives, eds. J.P. Boon andC. Tsallis, Europhys. News 36, 192 (2005).436. P. Grosfils and J.P. Boon, Nonextensive statistics in viscous fingering, Physica A 362, 168(2006).437. P. Grosfils and J.P. Boon, Statistics of precursors to fingering processes, Europhys. Lett. 74,609 (2006).438. A. La Porta, G.A. Voth, A.M. Crawford, J. Alexander and E. Bodenschatz, Fluid particleaccelerations in fully developed turbulence, Nature (London) 409, 1017 (2001).439. C.N. Baroud and H.L. Swinney, Nonextensivity in turbulence in rotating two-dimensionaland three-dimensional flows, Physica D 184, 21 (2003).440. S. Jung, B.D. Storey, J. Aubert and H.L. Swinney, Nonextensive statistical mechanics forrotating quasi-two-dimensional turbulence, Physica D 193, 252 (2004).441. S. Jung and H.L. Swinney, Velocity difference statistics in turbulence, Phys. Rev. E 72,026304 (2005).442. T. Arimitsu and N. Arimitsu, Analysis of fully developed turbulence in terms of Tsallis statistics,Phys. Rev. E 61, 3237 (2000).443. N. Arimitsu and T. Arimitsu, Analysis of velocity derivatives in turbulence based on generalizedstatistics, Europhys. Lett. 60, 60 (2002).444. A.M. Reynolds, On the application of nonextensive statistics to Lagrangian turbulence,Phys.Fluids 15, L1 (2003).445. B.M. Boghosian, Thermodynamic description of the relaxation of two-dimensional turbulenceusing Tsallis statistics, Phys. Rev. E 53, 4754 (1996).446. C. Anteneodo and C. Tsallis, Two-dimensional turbulence in pure-electron plasma: A nonextensivethermostatistical description, J. Mol. Liq. 71, 255 (1997).447. M. Peyrard and I. Daumont, Statistical properties of one dimensional “turbulence”, Europhys.Lett. bf 59, 834 (2002).448. M. Peyrard, The statistical distributions of one-dimensional “turbulence”, inAnomalousDistributions, Nonlinear Dynamics and Nonextensivity, eds. H.L. Swinney and C. Tsallis,Physica D 193, 265 (2004).449. T. Gotoh and R.H. Kraichnan, Turbulence and Tsallis statistics,inAnomalous Distributions,Nonlinear Dynamics and Nonextensivity, eds. H.L. Swinney and C. Tsallis, Physica D 193,231 (2004).450. F. Sattin, Derivation of Tsallis’ statistics from dynamical equations for a granular gas, J.Phys. A 36, 1583 (2003).451. R. Arevalo, A. Garcimartin and D. Maza, Anomalous diffusion in silo drainage, Eur. Phys. J.E 23, 191 (2007).452. R. Arevalo, A. Garcimartin and D. Maza, A non-standard statistical approach to the silo discharge,inComplexSystems – New Trends and Expectations, eds. H.S. Wio, M.A. Rodriguezand L. Pesquera, Eur. Phys. J.-Special Topics 143 (2007).453. A. Baldassari, U.M. Bettolo Marconi and A. Puglisi, Influence of correlations on the velocitystatistics of scalar granular gases, Europhys. Lett. 58, 14 (2002).454. M.S. Reis, J.C.C. Freitas, M.T.D. Orlando, E.K. Lenzi and I.S. Oliveira, Evidences for Tsallisnon-extensivity on CMR manganites, Europhys. Lett. 58, 42 (2002).