Superspace geometry and N = 1 non-minimal supergravity

Details Superspace geometry and N = 1 non-minimal supergravity Superspace geometry and N = 1 non-minimal supergravity

Apr 1980

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1980nuphb.165..445b&link_type=abstract

Nuclear Physics B, Volume 165, Issue 3, p. 445-461.

Physics

Nuclear Physics

7

Scientific paper

We investigate superspace geometry for supergravity with non-minimal auxilliary fields. We find that the kinematic constraints and the superspace Bianchi identities are sufficient to obtain complete component expansions of all superspace quantities, including the vielbein and connection superfields. We include a detailed pedagogical discussion on the analysis of constrained superspace Bianchi identities, demonstrating how these are used to derive component field content and transformation laws. We also note that local, chiral supersymmetry representations which form arbitrary representations of the Lorentz group can exist only within the context of supergravity with non-minimal auxilliary fields.
Junior Fellow, Harvard Society of Fellows

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