Nonextensive Statistical Mechanics

376 Bibliography789. C. Tsallis, Connection between scale-free networks and nonextensive statistical mechanics,Eur. Phys. J. Special Topics 161, 175 (2008).790. D.J.B. Soares, C. Tsallis, A.M. Mariz and L.R. da Silva, Preferential attachment growthmodel and nonextensive statistical mechanics, Europhys. Lett. 70, 70 (2005).791. M.A. Montemurro, Beyond the Zipf-Mandelbrot law in quantitative linguistics, Physica A300, 567 (2001); M.A. Montemurro, A generalization of the Zipf-Mandelbrot law in linguistics,inNonextensive Entropy – Interdisciplinary Applications, eds.M.Gell-MannandC. Tsallis (Oxford University Press, New York, 2004).792. A.C. Tsallis, C. Tsallis, A.C.N. Magalhaes and F.A. Tamarit, Human and computer learning:An experimental study, Complexus 1, 181 (2003).793. S.A. Cannas, D. Stariolo and F.A. Tamarit, Learning dynamics of simple perceptrons withnon-extensive cost functions, Network: Comput. Neural Sci. 7, 141 (1996).794. T. Hadzibeganovic and S.A. Cannas, A Tsallis’ statistics based neural network model fornovel word learning, Physica A 388, 732 (2008).795. T. Hadzibeganovic and S.A. Cannas, Measuring and modeling the complexity of polysyntheticlanguage learning, preprint (2008).796. A.D. Anastasiadis, Marcelo P. de Albuquerque, M.P. de Albuquerque and D.B. Mussi, Tsallisq-exponential describes the distribution of scientific citations - A new characterization ofthe impact, 0812.4296 [physics.data-an]; A.D. Anastasiadis, Marcelo P. de Albuquerque andM.P. de Albuquerque, A characterization of the scientific impact of Brazilian institutions,Braz. J. Phys. (2009), in press.797. L.C. Malacarne, R.S. Mendes and E.K. Lenzi, q-Exponential distribution in urban agglomeration,Phys. Rev. E 65, 017106 (2002).798. S. Picoli Jr., R.S. Mendes and L.C. Malacarne, Statistical properties of the circulation ofmagazines and newspapers, Europhys. Lett. 72, 865 (2005).799. S. Picoli, R.S. Mendes, L.C. Malacarne and E.K. Lenzi, Scaling behavior in the dynamics ofcitations to scientific journals, Europhys. Lett. 75, 673 (2006).800. R.S. Mendes, L.C.Malacarne and C. Anteneodo, Statistics of football dynamics, Eur. Phys. J.B 57, 357 (2007).801. G. Cohen-Tannoudji, Les Constantes Universelles, Collection Pluriel (Hachette, Paris,1998).802. C. Tsallis and S. Abe, Advancing Faddeev: Math can deepen Physics understanding, Phys.Today 51, 114 (1998).803. C. Tsallis, What should a statistical mechanics satisfy to reflect nature?, Physica D 193, 3(2004).804. A.M. Mathai and H.J. Haubold, On generalized entropy measures and pathways , Physica A385, 493 (2007).805. A.M. Mathai and H.J. Haubold, On generalized distributions and pathways, Phys. Lett. A372, 2109 (2008).806. B.P. Vollmayr-Lee and E. Luijten, A Kac-potential treatment of nonintegrable interactions,Phys. Rev. E 63, 031108 (2001).807. S. Abe and A.K. Rajagopal, Scaling relations in equilibrium nonextensive thermostatistics,Phys. Lett. A 337, 292 (2005).808. O.N. Mesquita asked me about the validity, in nonextensive statistical mechanics, of thezeroth principle during a Colloquium I was lecturing in the Physics Department of the FederalUniversity of Minas Gerais (1993, Belo Horizonte, Brazil).809. M. Nauenberg, A critique of q-entropy for thermal statistics, Phys. Rev. E 67, 036114(2003).810. C. Tsallis, Comment on “Critique of q-entropy for thermal statistics” by M. Nauenberg,Phys. Rev. E 69, 038101 (2004) [cond-mat/0304696].811. M.P. de Albuquerque et al., unpublished.812. R. Luzzi, A.R Vasconcellos and J. Galvao Ramos, Trying to make sense of disorder, Science298, 1171 (2002).