18 citations · 82 across the 11 of their papers we have counts for
11 papers
Quantum treatment of Verlinde's entropic force conjecture
A. Plastino, M. C. Rocca, G. L. Ferri
Verlinde conjectured that gravitation is an emergent entropic force. This surprising conjecture was proved in [Physica A {\bf 505} (2018) 190] within a purely classical context. He…
Dimensionally regularized Boltzmann-Gibbs Statistical Mechanics and two-body Newton's gravitation
D. J. Zamora, M. C. Rocca, A. Plastino +1
It is believed that the canonical gravitational partition function associated to the classical Boltzmann-Gibbs (BG) distribution cannot be constructe…
Dimensionally regularized Tsallis' Statistical Mechanics and two-body Newton's gravitation
J. D. Zamora, M. C. Rocca, A. Plastino +1
Typical Tsallis' statistical mechanics' quantifiers like the partition function and the mean energy exhibit poles. We are speaking of the partition function and the mean…
Verlinde's emergent gravity in an dimensional, non-additive Tsallis' scenario
D. J. Zamora, M. C. Rocca, A. Plastino +1
This paper brings together four distinct but very important physical notions: 1) Entropic force, 2) Entropy-along-a-curve, 3) Tsallis' q-statistics, and 4) Emergent gravitation. We…
Dimensional Regularization of Renyi's Statistical Mechanics
A. Plastino, M. C. Rocca
We show that typical Renyi's statistical mechanics' quantifiers exhibit poles. We are referring to the partition function and the mean energy . Renyi's entro…
q-Path entropy phenomenology for phase-space curves
D. J. Zamora, M. C. Rocca, A. Plastino +1
We describe the phenomenology of the classical q-path entropy of a phase-space curve. This allows one to disclose an entropic force-like mechanism that is able to mimic some phenom…
q-Gamow States for intermediate energies
A. Plastino, M. C. Rocca, D. J. Zamora
In a recent paper [Nuc. Phys. A {\bf 948}, (2016) 19] we have demonstrated the possible existence of Tsallis' q-Gamow states. Now, accelerators' experimental evidence for Tsallis'…
Features of the fractional diffusion-advection equation
M. C. Rocca, A. R. Plastino, A. L. Plastino +2
We advance an exact, explicit form for the solutions to the fractional diffusion-advection equation. Numerical analysis of this equation shows that its solutions resemble power-law…
New Solution of Diffusion-Advection Equation for Cosmic-Ray Transport Using Ultradistributions
M. C. Rocca, A. Plastino, A. R. Plastino +1
In this paper we exactly solve the diffusion-advection equation for cosmic-ray transport. With this purpose we use the Theory of Ultradistributions of J. Sebastiao e Silva, to give…
General Solution of a Fractional Diffusion-Advection Equation for Solar Cosmic-Ray Transport
M. C. Rocca, A. R. Plastino, A. Plastino +1
In this effort we exactly solve the fractional diffusion-advection equation for solar cosmic-ray transport proposed in \cite{LE2014} and give its {\it general solution} in terms of…
3D Effects Of The Entropic Force
A. Plastino, M. C. Rocca, G. L. Ferri
This work analyzes the classical statistical mechanics associated to phase-space curves in three dimensions. Special attention is paid to the entropic force. Strange effects like c…