Using a correspondence between totally umbilic null hypersurfaces in generalized Robertson-Walker spaces and twisted decompositions of the fibre we show that nullcones are the unique totally umbilic null hypersurfaces in the closed Friedmann Cosmological model and a uniqueness result for dual pairs of totally umbilic null hypersurfaces in Reissner-Nordström and De Sitter-Schwarzschild spacetimes.Junta de AndalucíaMinisterio de Economía y CompetitividadFondo Europeo de Desarrollo Regiona
All inextendible null geodesics in four dimensional de Sitter space dS^4 are complete and globally a...
The properties of multimomentum maps on null hypersurfaces, and their relation with the constraint a...
We examine the bundle structure of the field of nowhere vanishing null vector fields on a (time-orie...
We study the question of local and global uniqueness of completions, based on null geodesics, of Lor...
AbstractNull congruence spacetimes are constructed from three-dimensional time-orientable Lorentzian...
20 pages, submitted january 2009.In this note, we give a geometric characterization of the compact a...
Examples of space-times (M,g) are given which have the following properties: (i) (M,g) is geodesical...
We use the general theory of local conservation laws for arbitrary partial differential equations to...
This paper deals with results concerning the relative nullity foliation of the screen distribution o...
Matching of a LTB metric representing dust matter to a background FRW universe across a null hypersu...
We give conditions for a conformal vector field to be tangent to a null hypersurface. We particulari...
We prove that the Cauchy problem for parallel null vector fields on smooth Lorentzian manifolds is w...
Spaces equipped with congruences of null strings are considered. A special attention is paid to the ...
In this paper we modify the maximum principal of (Galloway, 2000) for totally geodesic null hypersur...
The null splitting theorem (proved in math.DG/9909158) is discussed. As an application, a uniqueness...
All inextendible null geodesics in four dimensional de Sitter space dS^4 are complete and globally a...
The properties of multimomentum maps on null hypersurfaces, and their relation with the constraint a...
We examine the bundle structure of the field of nowhere vanishing null vector fields on a (time-orie...
We study the question of local and global uniqueness of completions, based on null geodesics, of Lor...
AbstractNull congruence spacetimes are constructed from three-dimensional time-orientable Lorentzian...
20 pages, submitted january 2009.In this note, we give a geometric characterization of the compact a...
Examples of space-times (M,g) are given which have the following properties: (i) (M,g) is geodesical...
We use the general theory of local conservation laws for arbitrary partial differential equations to...
This paper deals with results concerning the relative nullity foliation of the screen distribution o...
Matching of a LTB metric representing dust matter to a background FRW universe across a null hypersu...
We give conditions for a conformal vector field to be tangent to a null hypersurface. We particulari...
We prove that the Cauchy problem for parallel null vector fields on smooth Lorentzian manifolds is w...
Spaces equipped with congruences of null strings are considered. A special attention is paid to the ...
In this paper we modify the maximum principal of (Galloway, 2000) for totally geodesic null hypersur...
The null splitting theorem (proved in math.DG/9909158) is discussed. As an application, a uniqueness...
All inextendible null geodesics in four dimensional de Sitter space dS^4 are complete and globally a...
The properties of multimomentum maps on null hypersurfaces, and their relation with the constraint a...
We examine the bundle structure of the field of nowhere vanishing null vector fields on a (time-orie...