The multisymplectic description of Classical Field Theories is revisited, including its relation with the presymplectic formalism on the space of Cauchy data. Both descrip-tions allow us to give a complete scheme of classification of infinitesimal symmetries, and to obtain the corresponding conservation laws
The standard techniques of variational calculus are geometrically stated in the ambient of fiber bun...
AbstractThe general purpose of this paper is to attempt to clarify the geometrical foundations of fi...
This review paper is devoted to presenting the standard multisymplectic formulation for describing g...
This work provides a general overview for the treatment of symmetries in classical field theories an...
This work provides a general overview for the treatment of symmetries in classical field theories an...
This paper is devoted to studying symmetries of certain kinds of k-cosymplectic Hamiltonian systems ...
This paper is devoted to studying symmetries of certain kinds of k-cosymplectic Hamiltonian systems...
This paper is devoted to studying symmetries of k-symplectic Hamiltonian and Lagrangian first-order...
This paper is devoted to studying symmetries of k-symplectic Hamiltonian and Lagrangian first-order ...
The problem of symmetries in field theory has been analyzed using geometric frameworks, such as the ...
This paper is devoted to studying symmetries of certain kinds of k-cosymplectic Hamiltonian systems ...
This review paper is devoted to presenting the standard multisymplectic formulation for describing ...
This review paper is devoted to presenting the standard multisymplectic formulation for describing g...
The objective of this work is twofold: First, we analyze the relation between the kcosymplectic and ...
The standard techniques of variational calculus are geometrically stated in the ambient of fiber bun...
The standard techniques of variational calculus are geometrically stated in the ambient of fiber bun...
AbstractThe general purpose of this paper is to attempt to clarify the geometrical foundations of fi...
This review paper is devoted to presenting the standard multisymplectic formulation for describing g...
This work provides a general overview for the treatment of symmetries in classical field theories an...
This work provides a general overview for the treatment of symmetries in classical field theories an...
This paper is devoted to studying symmetries of certain kinds of k-cosymplectic Hamiltonian systems ...
This paper is devoted to studying symmetries of certain kinds of k-cosymplectic Hamiltonian systems...
This paper is devoted to studying symmetries of k-symplectic Hamiltonian and Lagrangian first-order...
This paper is devoted to studying symmetries of k-symplectic Hamiltonian and Lagrangian first-order ...
The problem of symmetries in field theory has been analyzed using geometric frameworks, such as the ...
This paper is devoted to studying symmetries of certain kinds of k-cosymplectic Hamiltonian systems ...
This review paper is devoted to presenting the standard multisymplectic formulation for describing ...
This review paper is devoted to presenting the standard multisymplectic formulation for describing g...
The objective of this work is twofold: First, we analyze the relation between the kcosymplectic and ...
The standard techniques of variational calculus are geometrically stated in the ambient of fiber bun...
The standard techniques of variational calculus are geometrically stated in the ambient of fiber bun...
AbstractThe general purpose of this paper is to attempt to clarify the geometrical foundations of fi...
This review paper is devoted to presenting the standard multisymplectic formulation for describing g...