Add to ORKGThe goal of this paper is to give a simplied proof of the singular reduction theorem for a proper Hamiltonian action of a Lie group G on a connected smooth symplectic manifold P which has a coadjoint equivariant mo mentum mapping Our proof does not use the assumption that the coadjoint orbit is locally closed any local normal form or the shifting trick These were essential ingredients of the existing proo
A. We prove that every symplectic manifold is a coadjoint orbit of the group of automorphisms of the...
The investigation of symmetries of b-symplectic manifolds and folded-symplectic manifolds is well-un...
We consider a connected symplectic manifold $M$ acted on properly and in a Hamiltonian fashion by a ...
AbstractThis paper concerns the reduction of singular constraint sets of symplectic manifolds. It de...
We give a complete characterization of Hamiltonian actions of compact Lie groups on exact symplectic...
Introduction J.D.S. Jones and J.H. Rawnsley Hamiltonian circle actions on symplectic manifolds and...
37 pagesThere exist three main approaches to reduction associated to canonical Lie group actions on ...
Symplectic reduction is a technique that can be used to decrease the dimension of Hamiltonian manifo...
42 pagesWe generalize various symplectic reduction techniques to the context of the optimal momentum...
Let a Lie group G act on a symplectic manifold X in Hamiltonian fashion, i.e., the action preserves ...
AbstractConsider a compact prequantizable symplectic manifold M on which a compact Lie group G acts ...
This thesis consists of two parts. The first concerns a specialization of the basic case of Hamilton...
Abstract. The conditions under which it is possible to reduce a Poisson manifold via a regular folia...
A semisymplectic action of a Lie groups on a symplectic manifold is one where each element of the gr...
AbstractThis paper is about the rigidity of compact group actions in the Poisson context. The main r...
A. We prove that every symplectic manifold is a coadjoint orbit of the group of automorphisms of the...
The investigation of symmetries of b-symplectic manifolds and folded-symplectic manifolds is well-un...
We consider a connected symplectic manifold $M$ acted on properly and in a Hamiltonian fashion by a ...
AbstractThis paper concerns the reduction of singular constraint sets of symplectic manifolds. It de...
We give a complete characterization of Hamiltonian actions of compact Lie groups on exact symplectic...
Introduction J.D.S. Jones and J.H. Rawnsley Hamiltonian circle actions on symplectic manifolds and...
37 pagesThere exist three main approaches to reduction associated to canonical Lie group actions on ...
Symplectic reduction is a technique that can be used to decrease the dimension of Hamiltonian manifo...
42 pagesWe generalize various symplectic reduction techniques to the context of the optimal momentum...
Let a Lie group G act on a symplectic manifold X in Hamiltonian fashion, i.e., the action preserves ...
AbstractConsider a compact prequantizable symplectic manifold M on which a compact Lie group G acts ...
This thesis consists of two parts. The first concerns a specialization of the basic case of Hamilton...
Abstract. The conditions under which it is possible to reduce a Poisson manifold via a regular folia...
A semisymplectic action of a Lie groups on a symplectic manifold is one where each element of the gr...
AbstractThis paper is about the rigidity of compact group actions in the Poisson context. The main r...
A. We prove that every symplectic manifold is a coadjoint orbit of the group of automorphisms of the...
The investigation of symmetries of b-symplectic manifolds and folded-symplectic manifolds is well-un...
We consider a connected symplectic manifold $M$ acted on properly and in a Hamiltonian fashion by a ...