On an Extended System of Relativistic Kinematical Quantities Some Applications in Magnetohydrodynamics
On pocket and empirical temperatures. An alternative choice for the heat flux vector in Eckart's relativistic thermodynamics
On relativistic magnetofluids
On the derivation and mathematical analysis of some quantum–mechanical models accounting for Fokker–Planck type dissipation: Phase space, Schrödinger and hydrodynamic descriptions
This paper is intended to provide the reader with a review of the authors’ latest results dealing with the modeling of quantum dissipation/diffusion effects at the level of Schrödinger systems, in connection with the corresponding phase space and fluid formulations of such kind of phenomena, especially in what concerns the role of the Fokker–Planck mechanism in the description of open quantum systems and the macroscopic dynamics associated with some viscous hydrodynamic models of Euler and Navier–Stokes...
On the general relativistic magnetohydrodynamics with a generalized thermodynamical differential equation
On the geometrical structure of shock waves in general relativity
On the geometry of the relativistic electromagnetic fluid flows
On the Landau approximation in plasma physics
On the mathematical structure of test relativistic magnetofluiddynamics
On the non-existence of time-dependent fluid spheres in general relativity obeying an equation of state
On the space-time permeated by a viscous, compressible, thermally conducting, self-gravitating fluid with infinite electrical conductivity and constant magnetic permeability
Ondes de détonation en magnétohydrodynamique relativiste
Ondes et discontinuités en magnéto-hydrodynamique anisotrope relativiste