Nonextensive Statistical Mechanics

Bibliography 377813. S. Abe, Tsallis entropy: How unique?, inNonadditive entropy and nonextensive statisticalmechanics, ed. M. Sugiyama, Continuum Mechanics and Thermodynamics 16, 237(Springer-Verlag, Heidelberg, 2004).814. C. Tsallis, D. Prato and A.R. Plastino, Nonextensive statistical mechanics: Some links withastronomical phenomena, Proc. XIth United Nations / European Space Agency Workshopon Basic Space Science (9 September 2002, Cordoba, Argentina), eds. H. Haubold and M.Rabolli, Astrophys. Space Sci. 290, 259 (Kluwer, 2004).815. C. Tsallis and E.P. Borges, Nonextensive statistical mechanics - Applications to nuclearand high energy physics, inProc. 10th International Workshop on Multiparticle Production– Correlations and Fluctuations in QCD, eds. N.G. Antoniou, F.K. Diakonos and C.N.Ktorides (World Scientific, Singapore, 2003), page 326.816. S. Abe and A.K. Rajagopal, Revisiting disorder and Tsallis statistics, Science 300, 249(2003).817. A. Plastino, Revisiting disorder and Tsallis statistics, Science 300, 250 (2003).818. V. Latora, A. Rapisarda and A. Robledo, Revisiting disorder and Tsallis statistics, Science300, 250 (2003).819. D.H. Zanette and M.A. Montemurro, Dynamics and nonequilibrium states in the Hamiltonianmean-field model: A closer look, Phys. Rev. E 67, 031105 (2003).820. A. Pluchino, V. Latora and A. Rapisarda, Metastable states, anomalous distributions and correlationsin the H M F model,inAnomalous distributions, nonlinear dynamics and nonextensivity,eds. H.L. Swinney and C. Tsallis, Physica D 193, Issue 1, 315 (Elsevier, Amsterdam,2004).821. A. Pluchino, V. Latora and A. Rapisarda, Glassy dynamics in the HMF model, Physica A340, 187 (2004).822. A. Pluchino, V. Latora and A. Rapisarda, Glassy phase in the Hamiltonian Mean Field model,Phys. Rev. E 69, 056113 (2004).823. A. Rapisarda and A. Pluchino, Nonextensive thermodynamics and glassy behaviour inHamiltonian systems, Europhys. News 36, 202 (2005).824. A. Pluchino and A. Rapisarda, Glassy dynamics and nonextensive effects in the HMF model:the importance of initial conditions, Progr. Theor. Phys. Suppl. 162, 18 (2006).825. D.H. Zanette and M.A. Montemurro, Thermal measurements of stationary nonequilibriumsystems: A test for generalized thermostatistics,Phys.Lett.A316, 184 (2003).826. M. Bologna, C. Tsallis and P. Grigolini, Anomalous diffusion associated with nonlinear fractionalderivative Fokker-Planck-like equation: Exact time-dependent solutions, Phys. Rev. E62, 2213 (2000).827. D.H. Zanette and M.A. Montemurro, A note on non-thermodynamical applications of nonextensivestatistics, Phys. Lett. A 324, 383 (2004).828. R. Englman, Maximum entropy principles in fragmentation data analysis, inHigh-pressureShock Compression of Solids II – Dynamic Fracture and Fragmentation, eds. L. Davison,D.E. Grady and M. Shahinpoor (Springer, Berlin, 1997), pages 264.829. A.R. Plastino, A. Plastino and B.H. Soffer, Ambiguities in the forms of the entropic functionaland constraints in the maximum entropy formalism,Phys.Lett.A363, 48 (2007).830. F. Topsoe, Factorization and escorting in the game-theoretical approach to non-extensiveentropy measures, Physica A 365, 91 (2006).831. M. Planck, Verhandlungen der Deutschen Physikalischen Gessellschaft 2, 202 and 237(1900) (English translation: D. ter Haar, S. G. Brush, Planck’s Original Papers in QuantumPhysics (Taylor and Francis, London, 1972)].832. N.S. Krylov, Nature 153, 709 (1944); N.S. Krylov, Works on the Foundations of StatisticalPhysics, translated by A.B. Migdal, Ya. G. Sinai and Yu. L. Zeeman, Princeton Series inPhysics (Princeton University Press, Princeton, 1979).833. M. Antoni and S. Ruffo, Clustering and relaxation in Hamiltonian long-range dynamics,Phys. Rev. E 52, 2361 (1995).834. S. Inagaki, Thermodynamic stability of modified Konishi-Kaneko system, Progr. Theor. Phys.90, 577 (1993).