We develop a theory of canonical transformations for presymplectic systems, reducing this concept to that of canonical transformations for regular coisotropic canonical systems. In this way we can also link these with the usual canonical transformations for the symplectic reduced phase space. Furthermore, the concept of a generating function arises in a natural way as well as that of gauge group
In this paper we present canonical and canonoid transformations considered as global geometrical obj...
AbstractThis paper treats the invariance of generating functions for symplectic transformations unde...
This paper introduces the canonical transformation for the generalized Hamiltonian systems, which pr...
We develop a theory of canonical transformations for presymplectic systems, reducing this concept to...
We generalize the analogous of Lee Hwa Chungs theorem to the case of presymplectic manifolds. As an ...
Some subjects related to the geometric theory of singular dynamical systems are reviewed in this pap...
Some subjects related to the geometric theory of singular dynamical systems are reviewed in this pap...
Canonical transformation in a three-dimensional phase-space endowed with Nambu bracket is discussed ...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
A systematic and rigorous method to construct symplectic maps near separatrix of generic Hamiltonian...
In this work we develop the canonical formalism for constrained systems with a finite number of degr...
In this paper we present canonical and canonoid transformations considered as global geometrical obj...
AbstractThis paper treats the invariance of generating functions for symplectic transformations unde...
This paper introduces the canonical transformation for the generalized Hamiltonian systems, which pr...
We develop a theory of canonical transformations for presymplectic systems, reducing this concept to...
We generalize the analogous of Lee Hwa Chungs theorem to the case of presymplectic manifolds. As an ...
Some subjects related to the geometric theory of singular dynamical systems are reviewed in this pap...
Some subjects related to the geometric theory of singular dynamical systems are reviewed in this pap...
Canonical transformation in a three-dimensional phase-space endowed with Nambu bracket is discussed ...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
It is shown that canonical transformations for field variables in hamiltonian partial differential e...
A systematic and rigorous method to construct symplectic maps near separatrix of generic Hamiltonian...
In this work we develop the canonical formalism for constrained systems with a finite number of degr...
In this paper we present canonical and canonoid transformations considered as global geometrical obj...
AbstractThis paper treats the invariance of generating functions for symplectic transformations unde...
This paper introduces the canonical transformation for the generalized Hamiltonian systems, which pr...