WebAbstract. The Tsallis entropy has high performance in handling uncertain information, which is the extension of information entropy. The extropy is a complementary dual of entropy, which is a research hot spot. This paper proposed the Tsallis eXtropy and maximum Tsallis eXtropy, which are the complementary of Tsallis entropy and maximum Tsallis ... WebJul 4, 2009 · The mathematical basis for Tsallis statistics includes q-generalized expressions for the logarithm and the exponential functions which are the q-logarithm and the q-exponential functions. The q-exponential function, which reduces to exp(x) in the limit q → 1, is defined as follows
Why Tsallis’ statistics? - ScienceDirect
WebMore recently, a great deal of work has started to solidify the relationship between kappa distributions and Tsallis statistics and fundamental thermodynamics. In recent years a lot of work on this topic has been published that attempts to merge the more traditional statistical mechanics with non-extensive statistical mechanics [e.g., Livadiotis , 2015 ; Treumann … WebThe term Tsallis statistics usually refers to the collection of q-analogs of mathematical functions and associated probability distributions that were originated by Constantino … op auto clicker 3.0. exe
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WebOct 3, 2024 · In order to take both the fluctuation and the collective expansion into account, the Tsallis statistics is embedded into the BGBW model. The Tsallis blast-wave (TBW) … WebMar 6, 2024 · In statistics, a Tsallis distribution is a probability distribution derived from the maximization of the Tsallis entropy under appropriate constraints. There are several … WebMay 1, 2003 · A 67, 051402(R) (2003)] that the equation for the marginal Wigner distribution in an optical lattice admits a scale-free distribution corresponding to Tsallis statistics. Here we show that this distribution is invariant under an asymptotic symmetry of the equation and hence that this scale-free behavior can be understood in terms of symmetry analysis. op auto clicker 3 0 2020