AbstractUsing a covariant and gauge invariant symplectic structure constructed on the covariant phase space for Dirac–Nambu–Goto p-branes propagating in a curved background, the relevant commutation relations, Poincaré charges, and Poincaré algebra are considered. Some open questions for further research are outlined
This study proposes an innovative application of two concepts studied by the mathematical community,...
We develop a framework based on the covariant phase space formalism that identifies gravitational ed...
We formulate general definitions of semi-classical gauge transformations for noncommutative gauge th...
AbstractUsing a covariant and gauge invariant symplectic structure constructed on the covariant phas...
Using canonical methods, we study the invariance properties of a bosonic p-brane propagating in a cu...
Using a fully covariant formalism given by Carter for the deformation dynamics of p-branes governed ...
We review recent work on the structure of the action forN D0-branes in a curved background, with emp...
The Chern-Simons membranes and in general the Chern-Simons p-branes moving in $D$-dimensional target...
37 pags.We analyze in full detail the geometric structure of the covariant phase space (CPS) of any ...
We show that the symplectic current obtained from the boundary term, which arises in the first varia...
As the space of solutions of the first-order Hamiltonian field theory has a presymplectic structure,...
Noticing that the space of the solutions of a first order Hamiltonian field theory has a pre-symplec...
Within the formulation of classical fields and branes in curved spacetime, we first discuss the Beli...
The covariant phase space of a Lagrangian field theory is the solution space of the associated Euler...
It is proposed how the Extended Relativity Theory in C-spaces (Clifford spaces) allows a unified for...
This study proposes an innovative application of two concepts studied by the mathematical community,...
We develop a framework based on the covariant phase space formalism that identifies gravitational ed...
We formulate general definitions of semi-classical gauge transformations for noncommutative gauge th...
AbstractUsing a covariant and gauge invariant symplectic structure constructed on the covariant phas...
Using canonical methods, we study the invariance properties of a bosonic p-brane propagating in a cu...
Using a fully covariant formalism given by Carter for the deformation dynamics of p-branes governed ...
We review recent work on the structure of the action forN D0-branes in a curved background, with emp...
The Chern-Simons membranes and in general the Chern-Simons p-branes moving in $D$-dimensional target...
37 pags.We analyze in full detail the geometric structure of the covariant phase space (CPS) of any ...
We show that the symplectic current obtained from the boundary term, which arises in the first varia...
As the space of solutions of the first-order Hamiltonian field theory has a presymplectic structure,...
Noticing that the space of the solutions of a first order Hamiltonian field theory has a pre-symplec...
Within the formulation of classical fields and branes in curved spacetime, we first discuss the Beli...
The covariant phase space of a Lagrangian field theory is the solution space of the associated Euler...
It is proposed how the Extended Relativity Theory in C-spaces (Clifford spaces) allows a unified for...
This study proposes an innovative application of two concepts studied by the mathematical community,...
We develop a framework based on the covariant phase space formalism that identifies gravitational ed...
We formulate general definitions of semi-classical gauge transformations for noncommutative gauge th...
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