Simple Ten-dimensional Supergravity in Superspace
Bengt E.W. Nilsson (Goteborg, ITP)

Feb 1981 - 17 pages

Abstract (Elsevier)
Differential geometry is used to formulate supergravity in a 10-dimensional superspace. From the knowledge of the supersymmetric set of fields in x -space we derive the constraints on the supertorsion and on a super 3-form field strength. We then solve the equations which follow from the Bianchi identities. The solution obtained, which is on the mass shell, is shown to be completely described in terms of a scalar superfield.


Keyword(s): INSPIRE: FIELD THEORY: HIGHER-DIMENSIONAL | FIELD THEORY: SPACE-TIME | FIELD THEORY: BIANCHI IDENTITY | GAUGE FIELD THEORY: YANG-MILLS | MULTIPLET: SUPERSYMMETRY | SUPERSYMMETRY: MULTIPLET | MODEL: ON-SHELL | FIELD THEORY: SCALAR | MATHEMATICAL METHODS
 Record added 1981-02-01, last modified 2016-05-04