Supersymmetry and F-theory realization of the deformed conifold with three-form flux
Steven S. Gubser (Princeton University)

TL;DR
This paper demonstrates the supersymmetry of the Klebanov-Strassler deformed conifold solution with flux and provides an F-theory description involving a product of the conifold and a torus, with insights on RR backgrounds.
Contribution
It offers a new F-theory perspective on the deformed conifold with flux, confirming its supersymmetry and expanding understanding of warped compactifications.
Findings
The deformed conifold with flux is supersymmetric.
An F-theory description as a product of the conifold and a torus is established.
Remarks on Ramond-Ramond backgrounds and warped compactifications are included.
Abstract
It is shown that the deformed conifold solution with three-form flux, found by Klebanov and Strassler, is supersymmetric, and that it admits a simple F-theory description in terms of a direct product of the deformed conifold and a torus. Some general remarks on Ramond-Ramond backgrounds and warped compactifications are included.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Cosmology and Gravitation Theories · Particle physics theoretical and experimental studies
