Add to ORKGWe give a soft geometric proof of the classical result due to Conn stating that a Poisson structure is linearizable around a singular point (zero) at which the isotropy Lie algebra is compact and semisimple
We study families of holomorphic vector fields, holomorphically depending on parameters,in a neighbo...
1.0. Poisson structures Unless otherwise explicitly stated all mappings and tensors in the paper are...
In this thesis, we establish a new link between Poisson Geometry and Combinatorics. We introduce the...
We give a soft geometric proof of the classical result due to Conn stating that a Poisson structure ...
This monograph is a review of Poisson geometry, Lie groupoids and Lie algebroids theory and they rel...
The structure of Poisson manifolds is highly nontrivial even locally. The first important result in ...
We prove the Poisson geometric version of the Local Reeb Stability (from foliation theory) and of th...
Abstract. We prove an equivariant version of the local splitting the-orem for tame Poisson structure...
In this note we prove that an analytic symplectic action of a semisimple Lie algebra can be locally ...
The paper deals with linearization problem of Poisson-Lie structures on the \((1+1)\) Poincaré and ...
The paper deals with linearization problem of Poisson-Lie structures on the (1+1) Poincaré and 2D E...
We show that Lu and Weinstein's Iwasawa Poisson Lie structure on a simple compact Lie group K is not...
We show that Lu and Weinstein's Iwasawa Poisson Lie structure on a simple compact Lie group K is not...
We study the relationship between singularities of bi-Hamiltonian systems and algebraic properties o...
AbstractIn this paper we prove a linearization result via an integral manifold for a system of diffe...
We study families of holomorphic vector fields, holomorphically depending on parameters,in a neighbo...
1.0. Poisson structures Unless otherwise explicitly stated all mappings and tensors in the paper are...
In this thesis, we establish a new link between Poisson Geometry and Combinatorics. We introduce the...
We give a soft geometric proof of the classical result due to Conn stating that a Poisson structure ...
This monograph is a review of Poisson geometry, Lie groupoids and Lie algebroids theory and they rel...
The structure of Poisson manifolds is highly nontrivial even locally. The first important result in ...
We prove the Poisson geometric version of the Local Reeb Stability (from foliation theory) and of th...
Abstract. We prove an equivariant version of the local splitting the-orem for tame Poisson structure...
In this note we prove that an analytic symplectic action of a semisimple Lie algebra can be locally ...
The paper deals with linearization problem of Poisson-Lie structures on the \((1+1)\) Poincaré and ...
The paper deals with linearization problem of Poisson-Lie structures on the (1+1) Poincaré and 2D E...
We show that Lu and Weinstein's Iwasawa Poisson Lie structure on a simple compact Lie group K is not...
We show that Lu and Weinstein's Iwasawa Poisson Lie structure on a simple compact Lie group K is not...
We study the relationship between singularities of bi-Hamiltonian systems and algebraic properties o...
AbstractIn this paper we prove a linearization result via an integral manifold for a system of diffe...
We study families of holomorphic vector fields, holomorphically depending on parameters,in a neighbo...
1.0. Poisson structures Unless otherwise explicitly stated all mappings and tensors in the paper are...
In this thesis, we establish a new link between Poisson Geometry and Combinatorics. We introduce the...