Add to ORKGIn this article, we investigate the stability of leaves of minimal foliations of arbitrary codimension. We also study relations between Jacobi fields and vector fields which preserve a foliation, and we apply these results to Killing fields
We investigate in this paper the topological stability of pairs (omega, X), where w is a germ of an ...
Não disponívelLet M and N be differential manifolds and J and L be foliations on M and N respectivel...
We find computable criteria for stability of symplectic leaves of Poisson manifolds. Using Poisson g...
This paper is concerned with minimal foliations; these are foliations whose leaves are extremals of ...
International audienceThis paper is devoted to the study of codimension two holomorphic foliations a...
International audienceIt is well known that a generic polynomial foliation of 2 is minimal and ergod...
AbstractWe study codimension one smooth foliations with singularities on closed manifolds. We assume...
Monotone variational recurrence relations arise in solid state physics, conservative lattice dynamic...
summary:In variational calculus, the minimality of a given functional under arbitrary deformations w...
After gluing foliated complex manifolds,we derive a preparation-like theorem for singularitiesof cod...
After gluing foliated complex manifolds, we derive a preparation-like theorem for singularities of c...
Abstract. Let f: M → M be a partially hyperbolic diffeomorphism, TM = Ess ⊕ Ec ⊕ Euu such that the s...
The aim of this paper is to study codimension one foliations on rational homogeneous spaces, with a ...
International audienceWe present new irreducible components of the space of codimension one holomorp...
We investigate Jacobi fields and conjugate points in the context of sprays. We first prove that the ...
We investigate in this paper the topological stability of pairs (omega, X), where w is a germ of an ...
Não disponívelLet M and N be differential manifolds and J and L be foliations on M and N respectivel...
We find computable criteria for stability of symplectic leaves of Poisson manifolds. Using Poisson g...
This paper is concerned with minimal foliations; these are foliations whose leaves are extremals of ...
International audienceThis paper is devoted to the study of codimension two holomorphic foliations a...
International audienceIt is well known that a generic polynomial foliation of 2 is minimal and ergod...
AbstractWe study codimension one smooth foliations with singularities on closed manifolds. We assume...
Monotone variational recurrence relations arise in solid state physics, conservative lattice dynamic...
summary:In variational calculus, the minimality of a given functional under arbitrary deformations w...
After gluing foliated complex manifolds,we derive a preparation-like theorem for singularitiesof cod...
After gluing foliated complex manifolds, we derive a preparation-like theorem for singularities of c...
Abstract. Let f: M → M be a partially hyperbolic diffeomorphism, TM = Ess ⊕ Ec ⊕ Euu such that the s...
The aim of this paper is to study codimension one foliations on rational homogeneous spaces, with a ...
International audienceWe present new irreducible components of the space of codimension one holomorp...
We investigate Jacobi fields and conjugate points in the context of sprays. We first prove that the ...
We investigate in this paper the topological stability of pairs (omega, X), where w is a germ of an ...
Não disponívelLet M and N be differential manifolds and J and L be foliations on M and N respectivel...
We find computable criteria for stability of symplectic leaves of Poisson manifolds. Using Poisson g...