Add to ORKGThe properties of multimomentum maps on null hypersurfaces, and their relation with the constraint analysis of General Relativity, are described. Unlike the case of spacelike hypersurfaces, some constraints which are second class in the Hamiltonian formalism turn out to contribute to the multimomentum map
We present a covariant multisymplectic formulation for the Einstein-Palatini (or Metric-Affine) mode...
We examine the constraints and the reality conditions that have to be imposed in the canonical theor...
After a study of the Hamiltonian group of gauge transformations of canonical tetrad gravity on globa...
This paper studies the application of multimomentum maps to the constraint analysis of general rela...
The properties of multimomentum maps on null hypersurfaces, and their relation with the constraint a...
The Lagrangian formulation of classical field theories and in particular general relativity leads to...
The Lagrangian formulation of classical field theories and, in particular, general relativity leads...
Recent work in the literature has shown that general relativity can be formulated in terms of a jet...
The Hamiltonian formulation of general relativity on a null surface is established in the teleparall...
In this thesis we consider a canonical analysis of double null General Relativity. We start with an...
We present a covariant multisymplectic formulation for the Einstein-Hilbert model of General Relativ...
In this paper we review the Hamiltonian description of General Relativity using a double null foliat...
After a study of the Hamiltonian group of gauge transformations, whose infinitesimal generators are ...
Investigates the dynamical structure of Einstein\u27s theory of gravity using a time parameter whose...
The theories of gravity are one of the most important topics in theoretical physics and mathematica...
We present a covariant multisymplectic formulation for the Einstein-Palatini (or Metric-Affine) mode...
We examine the constraints and the reality conditions that have to be imposed in the canonical theor...
After a study of the Hamiltonian group of gauge transformations of canonical tetrad gravity on globa...
This paper studies the application of multimomentum maps to the constraint analysis of general rela...
The properties of multimomentum maps on null hypersurfaces, and their relation with the constraint a...
The Lagrangian formulation of classical field theories and in particular general relativity leads to...
The Lagrangian formulation of classical field theories and, in particular, general relativity leads...
Recent work in the literature has shown that general relativity can be formulated in terms of a jet...
The Hamiltonian formulation of general relativity on a null surface is established in the teleparall...
In this thesis we consider a canonical analysis of double null General Relativity. We start with an...
We present a covariant multisymplectic formulation for the Einstein-Hilbert model of General Relativ...
In this paper we review the Hamiltonian description of General Relativity using a double null foliat...
After a study of the Hamiltonian group of gauge transformations, whose infinitesimal generators are ...
Investigates the dynamical structure of Einstein\u27s theory of gravity using a time parameter whose...
The theories of gravity are one of the most important topics in theoretical physics and mathematica...
We present a covariant multisymplectic formulation for the Einstein-Palatini (or Metric-Affine) mode...
We examine the constraints and the reality conditions that have to be imposed in the canonical theor...
After a study of the Hamiltonian group of gauge transformations of canonical tetrad gravity on globa...