Heating up the Baryonic Branch with U-duality: a unified picture of conifold black holes

Abstract

We study different aspects of a U-duality recently presented by Maldacena and Martelli and apply it to non-extremal backgrounds. In particular, starting from new non-extremal wrapped D5 branes we generate new non-extremal generalizations of the Baryonic Branch of the Klebanov-Strassler solution. We also elaborate on different conceptual aspects of these U-dualities, like its action on (extremal and non-extremal) Dp branes, dual models for Yang-Mills-like theories, generic asymptotics and decoupling limit of the generated solutions.

20 pages plus various appendices. Ten figures. Version to appear in JHEP

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• Towards Unquenched Holographic Magnetic Catalysis
• SuGra on G2 Structure Backgrounds that Asymptote to AdS4 and Holographic Duals of Confining 2+1d Gauge Theories with N=1 SUSY
• On the Stability of Non-Extremal Conifold Backgrounds with Sources