A description of 1/4 BPS configurations in minimal type IIB SUGRA

Abstract

In this paper we present an effort to extend the LLM construction of 1/2 BPS states in minimal IIB supergravity to configurations that preserve 1/4 of the total number of supersymmetries. Following the same techniques we reduce the problem to that of a single scalar which satisfies a non-linear equation. In particular, the scalar is identified to be the Kahler potential with which a four dimensional base space is equipped.

Added references

References in corpus (2)

• Gravity solutions for the D1-D5 system with angular momentum
• Supersymmetric states of N=4 Yang-Mills from giant gravitons

Cited by in corpus (23)

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• 1/2-BPS states in M theory and defects in the dual CFTs
• Nonplanar Integrability
• Anatomy of bubbling solutions
• Giant Gravitons - with Strings Attached (II)
• AdS spacetimes from wrapped M5 branes
• Bubbling AdS and droplet descriptions of BPS geometries in IIB supergravity
• Comments on AdS2 solutions of D=11 Supergravity
• Supersymmetric AdS3 X S2 M-theory geometries with fluxes
• Holography of BPS surface operators
• 1/4-BPS M-theory bubbles with SO(3) x SO(4) symmetry
• BPS Chaos
• Cut-and-join operators and N=4 super Yang-Mills
• AdS spacetimes from wrapped D3-branes
• Reconstructing 1/2 BPS Space-Time Metrics from Matrix Models and Spin Chains
• Bubbling AdS Black Holes
• Quarter-BPS states, multi-symmetric functions and set partitions
• Asymptotic counting of BPS operators in superconformal field theories
• Note on Generalized Janus Configurations
• Studies on 1/4 BPS and 1/8 BPS geometries
• Half BPS states in AdS_5 x Y^{p,q}
• On the existence of supergravity duals to D1--D5 CFT states
• Matrix Model Maps and Reconstruction of AdS SUGRA Interactions