Gaugings of four-dimensional N=3 supergravity and AdS4/CFT3 holography
arXiv:1602.02254 · doi:10.1103/PhysRevD.93.125017
Abstract
We study matter-coupled gauged supergravity in four dimensions with various semisimple gauge groups. When coupled to vector multiplets, the gauged supergravity contains vector fields and complex scalars parametrized by coset manifold. Semisimple gauge groups take the form of with being a compact subgroup of . The groups considered in this paper are of the form , , , and . We find that , and gauge groups admit a maximally supersymmetric critical point. The gauge group admits a supersymmetric Minkowski vacuum while the remaining gauge groups admit both half-supersymmetric domain wall vacua and vacua with completely broken supersymmetry. For the gauge group, there exists another supersymmetric critical point with symmetry. We explicitly give a detailed study of various holographic RG flows between critical points, flows to non-conformal theories and supersymmetric domain walls in each gauge group. The results provide gravity duals of Chern-Simons-Matter theories in three dimensions.
29 pages, no figures, typos corrected and a few references added
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- N = 3 Conformal Supergravity in Four Dimensions
- Supersymmetric solutions from N=5 gauged supergravity
- Supersymmetric solutions from N=6 gauged supergravity
- Holographic RG flows and Janus solutions from matter-coupled N=4 gauged supergravity
- Higher derivative invariants in four dimensional N=3 Poincare supergravity
- Holographic RG flows and symplectic deformations of N=4 gauged supergravity
- Supersymmetric AdS4 black holes from matter-coupled N=3,4 gauged supergravities
- Gauged Supergravity: a new web of marginally connected vacua