Tsallis maximum entropy distributions provide useful tools for the study of a wide range of
scenarios in mathematics, physics, and other fields. Here we apply a Tsallis maximum …

We investigate the main features of a pilot wave representation of the nonlinear Schrödinger
equation recently advanced by Nobre, Rego-Monteiro, and Tsallis (NRT) on the basis of …

With regards to the nonlinear Schrödinger equation recently advanced by Nobre, Rego-
Monteiro, and Tsallis (NRT), based on Tsallis q-thermo-statistical formalism, we investigate …

In this paper we consider a new q-number from the expansion of the q-exponential function
appearing in Tsallis's non-extensive entropy theory. Using this q-number we define the q …

This work is devoted to investigate the solutions of the one-dimensional diffusion equation
by taking the nonlinear external force F (x, t; ρ)=− k (t) x+ K/x+ κx| x| α− 1 [ρ (x, t)] η into …

We investigate the N-dimensional fractional diffusion equation with radial symmetry by
taking time dependent boundary conditions and external forces into account in a confined …

An axiomatic definition is given for the q-gamma function Γq (x), q∈ R, q> 0, x∈ R of Tsallis
(non-extensive) statistical physics, the continuous analogue of the q-factorial of Suyari [H …

The solutions of a nonlinear diffusion equation by considering the radially symmetric N-
dimensional case are investigated. This equation has the nonlinearity present in the …

The generalized equation of fractional reaction-diffusion exposed to an external force
expressed as a velocity term was proposed, to explain the transport mechanism in a …

Nesta tese investigamos alguns problemas envolvendo duas áreas complementares, a
saber: dinâmica estocástica e cosmologia. Na primeira linha de desenvolvimento …