The Volkov–Akulov–Starobinsky supergravity

I. Antoniadis (Department of Physics, CERN Theory Division, Geneva 23, CH-1211, Switzerland) ; E. Dudas (Centre de Physique Théorique, École Polytéchnique, Palaiseau, F-91128, France) ; S. Ferrara (INFN – Laboratori Nazionali di Frascati, Via Enrico Fermi 40, Frascati, I-00044, Italy; Department of Physics and Astronomy, University of California, Los Angeles, CA, 90095-1547, USA; Department of Physics, CERN Theory Division, Geneva 23, CH-1211, Switzerland) ; A. Sagnotti (Scuola Normale Superiore, INFN, Piazza dei Cavalieri 7, Pisa, I-56126, Italy)

We construct a supergravity model whose scalar degrees of freedom arise from a chiral superfield and are solely a scalaron and an axion that is very heavy during the inflationary phase. The model includes a second chiral superfield X , which is subject however to the constraint X2=0 so that it describes only a Volkov–Akulov goldstino and an auxiliary field. We also construct the dual higher-derivative model, which rests on a chiral scalar curvature superfield R subject to the constraint R2=0 , where the goldstino dual arises from the gauge-invariant gravitino field strength as γmnDmψn . The final bosonic action is an R+R2 theory involving an axial vector Am that only propagates a physical pseudoscalar mode.

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      "title": "The Volkov\u2013Akulov\u2013Starobinsky supergravity"
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      "value": "We construct a supergravity model whose scalar degrees of freedom arise from a chiral superfield and are solely a scalaron and an axion that is very heavy during the inflationary phase. The model includes a second chiral superfield X , which is subject however to the constraint X2=0 so that it describes only a Volkov\u2013Akulov goldstino and an auxiliary field. We also construct the dual higher-derivative model, which rests on a chiral scalar curvature superfield R subject to the constraint R2=0 , where the goldstino dual arises from the gauge-invariant gravitino field strength as \u03b3mnDm\u03c8n . The final bosonic action is an R+R2 theory involving an axial vector Am that only propagates a physical pseudoscalar mode."
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Published on:
13 April 2014
Publisher:
Elsevier
Published in:
Physics Letters B (2014)

DOI:
https://doi.org/10.1016/j.physletb.2014.04.015
Copyrights:
The Authors
Licence:
CC-BY-3.0

Fulltext files: