Branes in $L^{(p,q,r)}$

Abstract

We have found the solution to the back reaction of putting a stack of coincident D3 and D5 branes in $R^{3,1}\times M_6$, where $M_6$ is constructed from an infinite class of Sasaki-Einstein spaces, $L^{(p,q,r)}$. The non-zero fluxes associated to 2-form potential suggests the presence of a non-contractible 2-cycle in this geometry. The radial part of the warp factor has the usual form and possess the cascading feature. We argue that generically the duals of these SE spaces will have irrational central charges.

8 pp, Latex, a minor change and typos fixed

References in corpus (6)

• An Infinite Family of Superconformal Quiver Gauge Theories with Sasaki-Einstein Duals
• New Einstein-Sasaki Spaces in Five and Higher Dimensions
• New checks and subtleties for AdS/CFT and a-maximization
• Sasaki-Einstein Twist of Kerr-AdS Black Holes
• Towards Supergravity Duals of Chiral Symmetry Breaking in Sasaki-Einstein Cascading Quiver Theories
• A new Ricci flat geometry

Cited by in corpus (11)

• The dual superconformal theory for Lpqr manifolds
• Toric Sasaki-Einstein manifolds and Heun equations
• Comments on the non-conformal gauge theories dual to Ypq manifolds
• The Gauge/Gravity Theory of Blown up Four Cycles
• New Einstein-Sasaki and Einstein Spaces from Kerr-de Sitter
• Warped Wilson Line DBI Inflation
• N-ification of Forces: A Holographic Perspective on D-brane Model Building
• Cascading Quivers from Decaying D-branes
• Resolved Calabi-Yau Cones and Flows from L^{abc} Superconformal Field Theories
• Supersymmetric solutions based on Y^{p,q} and L^{p,q,r}
• Gauge Theory RG Flows from a Warped Resolved Orbifold