Recently, M. de León et al. (Campos et al., 2015) have developed a geometrical description of Hamilton–Jacobi theory for multisymplectic field theory. In our paper we analyze in the same spirit a special kind of field theories which are gauge field theories. The Hamilton–Jacobi theory for this kind of fields is shown.This work has been partially supported by MINECO Grants MTM2016-76-072-P and the ICMAT Severo Ochoa projects SEV-2011-0087 and SEV-2015-0554
Abstract. The Hamilton–Jacobi problem is revisited having in mind the con-sequences arising from a p...
We present the covariant multisymplectic formalism for the so-called cubic Horndeski theories and di...
summary:We propose a suitable formulation of the Hamiltonian formalism for Field Theory in terms of ...
Abstract. In this paper we extend the geometric formalism of the Hamilton-Jacobi theory for hamilton...
The geometric framework for the Hamilton-Jacobi theory developed in the studies of Carinena et al. [...
AbstractThe general purpose of this paper is to attempt to clarify the geometrical foundations of fi...
The Hamiltonian formulation of the theory proposed in \cite{CVB1,CVB2} is given both in the Hamilton...
This work is devoted to review the modern geometric description of the Lagrangian and Hamiltonian fo...
This review paper is devoted to presenting the standard multisymplectic formulation for describing ...
The Hamilton–Jacobi problem is revisited bearing in mind the consequences arising from a possible bi...
In Part I we are dealing with effective description of Yang-Mills theories based on gauge-invarint v...
International audienceThis paper presents relevant modern mathematical formulations for (classical) ...
Multisymplectic geometry—which originates from the well known De Donder–Weyl (DW) theory—is a natura...
Starting from an undergraduate level, this book systematically develops the basics of • Calculus on ...
In this article we inspect the dynamics of classical field theories with a local conformal behavior....
Abstract. The Hamilton–Jacobi problem is revisited having in mind the con-sequences arising from a p...
We present the covariant multisymplectic formalism for the so-called cubic Horndeski theories and di...
summary:We propose a suitable formulation of the Hamiltonian formalism for Field Theory in terms of ...
Abstract. In this paper we extend the geometric formalism of the Hamilton-Jacobi theory for hamilton...
The geometric framework for the Hamilton-Jacobi theory developed in the studies of Carinena et al. [...
AbstractThe general purpose of this paper is to attempt to clarify the geometrical foundations of fi...
The Hamiltonian formulation of the theory proposed in \cite{CVB1,CVB2} is given both in the Hamilton...
This work is devoted to review the modern geometric description of the Lagrangian and Hamiltonian fo...
This review paper is devoted to presenting the standard multisymplectic formulation for describing ...
The Hamilton–Jacobi problem is revisited bearing in mind the consequences arising from a possible bi...
In Part I we are dealing with effective description of Yang-Mills theories based on gauge-invarint v...
International audienceThis paper presents relevant modern mathematical formulations for (classical) ...
Multisymplectic geometry—which originates from the well known De Donder–Weyl (DW) theory—is a natura...
Starting from an undergraduate level, this book systematically develops the basics of • Calculus on ...
In this article we inspect the dynamics of classical field theories with a local conformal behavior....
Abstract. The Hamilton–Jacobi problem is revisited having in mind the con-sequences arising from a p...
We present the covariant multisymplectic formalism for the so-called cubic Horndeski theories and di...
summary:We propose a suitable formulation of the Hamiltonian formalism for Field Theory in terms of ...
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