1 citations · 2 across the 8 of their papers we have counts for
8 papers
Stochastic invertible mappings between power law and Gaussian probability distributions
C. Vignat, A. Plastino
We construct "stochastic mappings" between power law probability distributions (PD's) and Gaussian ones. To a given vector , Gaussian distributed (respectively , exponentiall…
The mutual co-implication of thermodynamics' first and second laws
A. Plastino, E. M. F. Curado
In classical phenomenological thermodynamics the first and second laws can be regarded as independent statements. Statistical mechanics provides a microscopic substratum that expla…
Jensen-Shannon divergence, Fisher information, and Wootters' hypothesis
M. Casas, P. W. Lamberti, A. Plastino +1
We discuss different statistical distances in probability space, with emphasis on the Jensen-Shannon divergence, vis-a-vis {\it metrics} in Hilbert space and their relationship wit…
Constructive approximations of the maximum entropy distribution from redundant and noisy data
L. Rebollo-Neira, A. Plastino
The problem of constructing the non-extensive maximum entropy distributions from redundant and noisy data is considered. A strategy is proposed, which evolves through the f…
Fisher information and Hamilton's canonical equations
F. Pennini, A. Plastino
We show that the mathematical form of the information measure of Fisher's I for a Gibbs' canonical probability distribution (the most important one in statistical mechanics) incorp…
Thermodynamics' first law: what information theory tells us
S. Martinez, A. Plastino, B. H. Soffer
Thermodynamics, and in particular its first law, is of fundamental importance to Science, and therefore of great general interest to all physicists. The first law, although undoubt…