Abstract. There is a conception that Boltzmann-Gibbs statistics cannot yield the long tail distribution. This is the justification for the intensive research of nonextensive entropies (i.e. Tsallis entropy and others). Here the error that caused this misconception is explained and it is shown that a long tail distribution exists in equilibrium thermodynamics for more than a century.Keywords. Long-tail distribution, Power Law, Zipf Law, Tsallis Entropy.JEL. C62
Statistical mechanics constitutes one of the pillars of contemporary physics. Recognized as such - t...
In ordinary statistical mechanics the Boltzmann-Shannon entropy is related to the Maxwell-Bolzmann d...
In statistical thermodynamics the 2nd law is properly spelled out in terms of conditioned probabilit...
Abstract. The derivation of the maximum entropy distribution of particles in boxes yields two kinds ...
In a recent PRL (2013, 111, 180604), we invoked the Shore and Johnson axioms which demonstrate that ...
In a recent paper, Werndl and Frigg discuss the relationship between the Boltzmannian and Gibbsian f...
What is the best description that we can construct of athermodynamic system that is not in equilibri...
Entropy in thermodynamics is an extensive quantity, whereas standard methods in statistical mechanic...
Within the Tsallis thermodynamics framework, and using scaling properties of the entropy, we derive ...
Due to the second principle of thermodynamics, the time dependence of entropy for all kinds of syste...
A variety of astronomical phenomena appear to not satisfy the ergodic hypothesis in the relevant sta...
Addition: Reference (1) is: Ran, G. and Du, J. Are power law distributions an equilibrium distrib...
In a recent article, Werndl and Frigg discuss the relationship between the Boltzmannian and Gibbsian...
In a recent PRL (2013, 111, 180604), we invoked the Shore and Johnson axioms which demonstrate that ...
The Gibbs distribution universally characterizes states of thermal equilibrium. In order to extend t...
Statistical mechanics constitutes one of the pillars of contemporary physics. Recognized as such - t...
In ordinary statistical mechanics the Boltzmann-Shannon entropy is related to the Maxwell-Bolzmann d...
In statistical thermodynamics the 2nd law is properly spelled out in terms of conditioned probabilit...
Abstract. The derivation of the maximum entropy distribution of particles in boxes yields two kinds ...
In a recent PRL (2013, 111, 180604), we invoked the Shore and Johnson axioms which demonstrate that ...
In a recent paper, Werndl and Frigg discuss the relationship between the Boltzmannian and Gibbsian f...
What is the best description that we can construct of athermodynamic system that is not in equilibri...
Entropy in thermodynamics is an extensive quantity, whereas standard methods in statistical mechanic...
Within the Tsallis thermodynamics framework, and using scaling properties of the entropy, we derive ...
Due to the second principle of thermodynamics, the time dependence of entropy for all kinds of syste...
A variety of astronomical phenomena appear to not satisfy the ergodic hypothesis in the relevant sta...
Addition: Reference (1) is: Ran, G. and Du, J. Are power law distributions an equilibrium distrib...
In a recent article, Werndl and Frigg discuss the relationship between the Boltzmannian and Gibbsian...
In a recent PRL (2013, 111, 180604), we invoked the Shore and Johnson axioms which demonstrate that ...
The Gibbs distribution universally characterizes states of thermal equilibrium. In order to extend t...
Statistical mechanics constitutes one of the pillars of contemporary physics. Recognized as such - t...
In ordinary statistical mechanics the Boltzmann-Shannon entropy is related to the Maxwell-Bolzmann d...
In statistical thermodynamics the 2nd law is properly spelled out in terms of conditioned probabilit...