It is common lore that the canonical gravitational partition function Z associated with the
classical Boltzmann-Gibbs (BG) exponential distribution cannot be built up because of …

We considered the canonical gravitational partition function Z associated to the classical
Boltzmann–Gibbs (BG) distribution e− β HZ. It is popularly thought that it cannot be built up …

We attempt to construct a (two-dimensional) statistical mechanics description of the scenario
in which the experiment in [T. Westphal et al., Nature 591, 225 (2021)] was made. It includes …

Using Schwartz'distribution-theory tools developed in Plastino and Rocca (2018) and
applied in several recent references we compare the canonical ensemble treatment of …

The purpose of this paper is to study the main thermodynamic functions for two-dimensional
gravity and three-dimensional one. The cases treated here refer to extended mass located at …

A surprising, gravity related Verlinde-conjecture, that generated immense interest, asserts
that gravity is an emergent entropic force. We provided a classical proof of the assertion in …

The characteristics of nonextensivity for a general quantum dissipative oscillatory system in
the SU (1, 1) coherent states are investigated using the invariant operator method. We …

We investigate the nonextensivity of a generalized dissipative oscillatory system in the
Glauber coherent state. We introduce a parameter q as a measure of the nonextensivity of …

We consider a model for galaxies with halo advanced by Tohline. With it we discuss galaxy
clusters withinthe strictures of Gibbs' ensembles in statistical mechanics. We consider (1) the …

Statistical Mechanics of Newtonian Gravity Coupled to the Harmonic Oscillator in Two
Dimensions Page 1 Statistical Mechanics of Newtonian Gravity Coupled to the Harmonic …