Problèmes elliptiques, surfaces de Riemann et structures symplectiques
Problèmes mixtes pour le système de Maxwell
Product structures on four dimensional solvable Lie algebras.
Product-concircular curvature tensor.
Produkt-Zerlegung von Immersionen mit paralleler zweiter Fundamentalform.
Professor Dr Svetislav M. Minčić-his contribution to Differential geometry
Profil isopérimétrique, métriques périodiques et formes d'équilibre des cristaux
Profil isopérimétrique, métriques périodiques et formes d'équilibre des cristaux
On donne un développement asymptotique du profil iso pé ri mé tri que de muni d'une métrique riemannienne périodique, et des conséquences pour le problème de la forme d'équilibre des cristaux.
Progress towards a local expression for radiation reaction
We report on progress towards finding a local expression for radiation reaction for a particle orbiting a Kerr black hole. The Dirac-Gal'tsov approach is described. For the case of a scalar particle in a circular orbit of a Schwarzschild black hole, an explicit calculation is done via this method and shown to be in agreement with overall energy conservation. A possible approach to the case of more general orbits is also discussed.
Projectable nonlinear connections.
Projections and reflections of generic surfaces in R...
Projections of hypersurfaces in the hyperbolic space to hyperhorospheres and hyperplanes.
Projections of tensor spaces
Projections of transnormal twisted spheres
Projective connections, double fibrations and formal neighbourhoods of lines.
Projective Connections in CR Geometry.
Projective Curvature Tensorin 3-dimensional Connected Trans-Sasakian Manifolds
The object of the present paper is to study -projectively flat and -projectively flat 3-dimensional connected trans-Sasakian manifolds. Also we study the geometric properties of connected trans-Sasakian manifolds when it is projectively semi-symmetric. Finally, we give some examples of a 3-dimensional trans-Sasakian manifold which verifies our result.
Projective Einstein Finsler metrics.
Projective Finsler connections. (Connections Finsler-projectives.)
Projective geometry and Riemann's mapping problem.