On Critical Massive (Super)Gravity in adS3

Abstract

We review the status of three-dimensional "general massive gravity" (GMG) in its linearization about an anti-de Sitter (adS) vacuum, focusing on critical points in parameter space that yield generalizations of "chiral gravity". We then show how these results extend to N=1 super-GMG, expanded about a supersymmetric adS vacuum, and also to the most general `curvature-squared' N=1 supergravity model.

10 pages, Proceedings of ERE 2010, Granada, 6-10 september 2010; reference added

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• More on Massive 3D Gravity
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Cited by in corpus (15)

• Minimal Massive 3D Gravity
• Holographic applications of logarithmic conformal field theories
• Massive Gravity Theories and limits of Ghost-free Bigravity models
• A Complete Classification of Higher Derivative Gravity in 3D and Criticality in 4D
• Exotic Massive 3D Gravity
• Extended massive gravity in three dimensions
• New Unfolded Higher Spin Systems in $Ad{S}_3$
• Massive N=2 Supergravity in Three Dimensions
• Topologically massive higher spin gauge theories
• Higher spin supermultiplets in three dimensions: (2,0) AdS supersymmetry
• Supersymmetric Solutions of N = (1,1) General Massive Supergravity
• Higher-spin Cotton tensors and massive gauge-invariant actions in AdS${}_3$
• Minimal $\mathcal{N}=4$ topologically massive supergravity
• Critical N=(1,1) General Massive Supergravity
• AdS (super)projectors in three dimensions and partial masslessness