Superconformal Symmetry, Supergravity and Cosmology
arXiv:hep-th/0006179 · doi:10.1088/0264-9381/17/20/308
Abstract
We introduce the general N=1 gauge theory superconformally coupled to supergravity. The theory has local SU(2,2|1) symmetry and no dimensional parameters. The superconformal origin of the Fayet-Iliopoulos terms is clarified. The phase of this theory with spontaneously broken conformal symmetry gives various formulations of N=1 supergravity interacting with matter, depending on the choice of the R-symmetry fixing. We have found that the locally superconformal theory is useful for describing the physics of the early universe with a conformally flat FRW metric. Few applications of superconformal theory to cosmology include the study of i) particle production after inflation, particularly the non-conformal helicity 1/2 states of gravitino, ii) the super-Higgs effect in cosmology and the derivation of the equations for the gravitino interacting with any number of chiral and vector multiplets in the gravitational background with varying scalar fields, iii) the weak coupling limit of supergravity and gravitino-goldstino equivalence. This explains why gravitino production in the early universe is not suppressed in the limit of weak gravitational coupling. We discuss the possible existence of an unbroken phase of the superconformal theories, interpreted as a strong coupling limit of supergravity.
81 pages, 4 figures, using epsf; v2: changing sentence with reference on page 3, formatting changes, and rephrasing a few sentences; v3: correcting small mistakes in an example in section 4.2 and some typos
References in corpus (10)
- Gravitino Production After Inflation
- Thermal and Non-Thermal Production of Gravitinos in the Early Universe
- Non-Thermal Production of Dangerous Relics in the Early Universe
- Superconformal Hypermultiplets
- Production of spin 3/2 particles from vacuum fluctuations
- Late-time creation of gravitinos from the vacuum
- The equivalence theorem and the production of gravitinos after inflation
- Gravitational production of gravitinos
- The gravitino abundance in supersymmetric `new' inflation models
- The abundance of moduli, modulini and gravitinos produced by the vacuum fluctuation
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