AbstractA variational method is used to study the shape of a self-gravitating fluid mass rotating with a prescribed angular momentum per unit mass. The model is of primary interest in astrophysics, where it is taken as a model of a star. Sharp estimates are obtained on the diameter of the rotating body in terms of the total mass M and parameter Q = TW; T and W represent, respectively, the kinetic and potential energy. The cases of Q small (slowly rotating body) and Q large (rapidly rotating body) are dealt with separately
Using a multi domain spectral method, we investigate systematically the general-relativistic model f...
A theory of collisionless fluids is developed in a unified picture, where nonrotating (Ωf1 = Ωf2 = Ω...
Integral equations of Lyapunov type, non-linear systems of equations, astrophysical objects are inve...
AbstractA variational method is used to study the shape of a self-gravitating fluid mass rotating wi...
AbstractThe equations for axisymmetric self-gravitating rotating fluid have been studied extensively...
A functional method developed for analyzing rotating self-gravitating fluid is discussed in relation...
Abstract. The existence of solutions of the equations for a self-gravitating fluid with prescribed a...
11 pages, Tex version of manuscript originally distributed with restricted circulation in Journees R...
International audienceContext. The seismology of early-type stars is limited by our incomplete under...
P>An initial state of fluid motion in planetary cores or atmospheres, excited, for example, by th...
Context. The seismology of early-type stars is limited by our incomplete understanding of gravito-in...
Abstract. In this paper we classify the free boundary associated to equilib-rium configurations of c...
The objective of this research is to develope analytical solutions for the translational and rotatio...
AbstractIn this paper we classify the free boundary associated to equilibrium configurations of comp...
A method is proposed to compute equilibrium structures of differentially rotating polytropic stars. ...
Using a multi domain spectral method, we investigate systematically the general-relativistic model f...
A theory of collisionless fluids is developed in a unified picture, where nonrotating (Ωf1 = Ωf2 = Ω...
Integral equations of Lyapunov type, non-linear systems of equations, astrophysical objects are inve...
AbstractA variational method is used to study the shape of a self-gravitating fluid mass rotating wi...
AbstractThe equations for axisymmetric self-gravitating rotating fluid have been studied extensively...
A functional method developed for analyzing rotating self-gravitating fluid is discussed in relation...
Abstract. The existence of solutions of the equations for a self-gravitating fluid with prescribed a...
11 pages, Tex version of manuscript originally distributed with restricted circulation in Journees R...
International audienceContext. The seismology of early-type stars is limited by our incomplete under...
P>An initial state of fluid motion in planetary cores or atmospheres, excited, for example, by th...
Context. The seismology of early-type stars is limited by our incomplete understanding of gravito-in...
Abstract. In this paper we classify the free boundary associated to equilib-rium configurations of c...
The objective of this research is to develope analytical solutions for the translational and rotatio...
AbstractIn this paper we classify the free boundary associated to equilibrium configurations of comp...
A method is proposed to compute equilibrium structures of differentially rotating polytropic stars. ...
Using a multi domain spectral method, we investigate systematically the general-relativistic model f...
A theory of collisionless fluids is developed in a unified picture, where nonrotating (Ωf1 = Ωf2 = Ω...
Integral equations of Lyapunov type, non-linear systems of equations, astrophysical objects are inve...