The symmetry reduction of higher order Painleve systems is formulated in terms of Dirac procedure. A set of canonical variables that admit Dirac reduction procedure is proposed for Hamiltonian structures governing the A(2M)((1)) and A(2M-1)((1)) Painleve systems for M = 2,3,.... (C) 2012 Elsevier B.V. All rights reserved
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
The authors' recent paper in Reports in Mathematical Physics develops Dirac reduction for cotangent ...
AbstractThe symmetry reduction of higher order Painlevé systems is formulated in terms of Dirac proc...
This paper develops a reduction theory for Dirac structures that includes in a unified way, reductio...
This paper develops a reduction theory for Dirac structures that includes, in a unified way, reducti...
Higher order Painleve equations and their symmetry transformations belonging to extended affine Weyl...
This paper develops the theory of Dirac reduction by symmetry for nonholonomic systems on Lie groups...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
We provide a complete classification and an explicit representation of rational solutions to the fou...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
The authors' recent paper in Reports in Mathematical Physics develops Dirac reduction for cotangent ...
AbstractThe symmetry reduction of higher order Painlevé systems is formulated in terms of Dirac proc...
This paper develops a reduction theory for Dirac structures that includes in a unified way, reductio...
This paper develops a reduction theory for Dirac structures that includes, in a unified way, reducti...
Higher order Painleve equations and their symmetry transformations belonging to extended affine Weyl...
This paper develops the theory of Dirac reduction by symmetry for nonholonomic systems on Lie groups...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
We provide a complete classification and an explicit representation of rational solutions to the fou...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
In this paper we study the notion of symmetry for implicit generalized Hamiltonian systems, which ar...
Implicit Hamiltonian systems with symmetry are treated by exploiting the notion of symmetry of Dirac...
The authors' recent paper in Reports in Mathematical Physics develops Dirac reduction for cotangent ...