This paper presents the theory of non-smooth Lie group actions on chains of Banach manifolds. The rigorous functional analytic spaces are given to deal with quotients of such actions. A hydrodynamical example is studied in detai
We obtain a dynamical--topological obstruction for the existence of isometric embedding of a Riemann...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
summary:The study of diffeomorphism group actions requires methods of infinite dimensional analysis....
summary:The study of diffeomorphism group actions requires methods of infinite dimensional analysis....
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Infinite-dimensional manifolds and Lie groups arise from problems related to differential geometry, ...
AbstractFor a smooth action of a compact connected Lie group on a compact connected smooth manifold,...
Questions of the following sort are addressed:Does a given Lie group or Lie algebra act effectiv...
We formulate Euler-Poincar\'e equations on the Lie group Aut(P) of automorphisms of a principal bund...
AbstractWe give conditions for an orbit under continuous, but not everywhere differentiable action o...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
We obtain a dynamical--topological obstruction for the existence of isometric embedding of a Riemann...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
summary:The study of diffeomorphism group actions requires methods of infinite dimensional analysis....
summary:The study of diffeomorphism group actions requires methods of infinite dimensional analysis....
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Infinite-dimensional manifolds and Lie groups arise from problems related to differential geometry, ...
AbstractFor a smooth action of a compact connected Lie group on a compact connected smooth manifold,...
Questions of the following sort are addressed:Does a given Lie group or Lie algebra act effectiv...
We formulate Euler-Poincar\'e equations on the Lie group Aut(P) of automorphisms of a principal bund...
AbstractWe give conditions for an orbit under continuous, but not everywhere differentiable action o...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
We obtain a dynamical--topological obstruction for the existence of isometric embedding of a Riemann...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...
International audienceWe formulate Euler-Poincaré equations on the Lie group Aut(P) of automorphisms...