Geometric dynamics of calcium oscillations ODEs systems.
Geometric finiteness theorem via controlled topology (Erratum).
Geometric finiteness theorems via controlled topology.
Geometric interpretations of some Jordan algebras.
Geometric methods for solving Codazzi and Monge-Ampère equations.
Geometric P.D.E.'s with isolated singularities.
Geometric physics.
Geometric properties of a sequence of standard minimal immersions between spheres
Geometric properties of Lie hypersurfaces in a complex hyperbolic space
We study homogeneous real hypersurfaces having no focal submanifolds in a complex hyperbolic space. They are called Lie hypersurfaces in this space. We clarify the geometry of Lie hypersurfaces in terms of their sectional curvatures, the behavior of the characteristic vector field and their holomorphic distributions.
Geometric Quantization on Presymplectic Manifolds.
Geometric realization of discrete series for semisimple symmetric spaces.
Geometric renormalization of large energy wave maps
There has been much progress in recent years in understanding the existence problem for wave maps with small critical Sobolev norm (in particular for two-dimensional wave maps with small energy); a key aspect in that theory has been a renormalization procedure (either a geometric Coulomb gauge, or a microlocal gauge) which converts the nonlinear term into one closer to that of a semilinear wave equation. However, both of these renormalization procedures encounter difficulty if the energy of the...
Geometric structure of tubes and bands of zero mean curvature.
Geometric structures associated with certain dynamical systems. (Structures géométriques associées à certains systèmes dynamiques.)
Geometric structures on manifolds and holonomy-invariant metrics.
Geometric superrigidity.
Geometrical and topological foundations of theoretical physics: from gauge theories to string program.
Geometrical and topological structure of magnetic fields generated by rectilinear wires.
Geometrical aspects of the covariant dynamics of higher order
We present some geometrical aspects of a higher-order jet bundle which is considered a suitable framework for the study of higher-order dynamics in continuous media. We generalize some results obtained by A. Vondra, [7]. These results lead to a description of the geometrical dynamics of higher order generated by regular equations.
Geometrical background for the unified field theories : the Einstein-Cartan theory over a principal fibre bundle