Abstract
The canonical energy - momentum and spin pseudotensors of the Einstein theory are studied in two ways. First they are studied in the framework of Lagrangian formalism. It is shown, that for first order Lagrangian and rigid basis description the canonical energy - momentum, the canonical spin, and the Noether current are tensorial quantities, and the canonial energy - momentum and spin tensors satisfy the tensorial Belinfante-Rosenfeld equations. Then the differential geometric unification and reformulation of the previous different pseudotensorial approaches is given. Finally, for any vector field on the spacetime an (m-1) form, called the Noether form is defined. (K.A.) 34 refs.
Citation Formats
Szabados, L B.
Canonical pseudotensors, Sparling`s form and Noether currents.
Hungary: N. p.,
1991.
Web.
Szabados, L B.
Canonical pseudotensors, Sparling`s form and Noether currents.
Hungary.
Szabados, L B.
1991.
"Canonical pseudotensors, Sparling`s form and Noether currents."
Hungary.
@misc{etde_10135902,
title = {Canonical pseudotensors, Sparling`s form and Noether currents}
author = {Szabados, L B}
abstractNote = {The canonical energy - momentum and spin pseudotensors of the Einstein theory are studied in two ways. First they are studied in the framework of Lagrangian formalism. It is shown, that for first order Lagrangian and rigid basis description the canonical energy - momentum, the canonical spin, and the Noether current are tensorial quantities, and the canonial energy - momentum and spin tensors satisfy the tensorial Belinfante-Rosenfeld equations. Then the differential geometric unification and reformulation of the previous different pseudotensorial approaches is given. Finally, for any vector field on the spacetime an (m-1) form, called the Noether form is defined. (K.A.) 34 refs.}
place = {Hungary}
year = {1991}
month = {Sep}
}
title = {Canonical pseudotensors, Sparling`s form and Noether currents}
author = {Szabados, L B}
abstractNote = {The canonical energy - momentum and spin pseudotensors of the Einstein theory are studied in two ways. First they are studied in the framework of Lagrangian formalism. It is shown, that for first order Lagrangian and rigid basis description the canonical energy - momentum, the canonical spin, and the Noether current are tensorial quantities, and the canonial energy - momentum and spin tensors satisfy the tensorial Belinfante-Rosenfeld equations. Then the differential geometric unification and reformulation of the previous different pseudotensorial approaches is given. Finally, for any vector field on the spacetime an (m-1) form, called the Noether form is defined. (K.A.) 34 refs.}
place = {Hungary}
year = {1991}
month = {Sep}
}