A Family of N=1 SU(N)^k Theories from Branes at Singularities

TL;DR

This paper constructs a family of N=1 SU(N)^k gauge theories from D3-branes at singularities, generalizing known conifold theories and exploring their IR fixed points and AdS/CFT duals.

Contribution

It introduces a new class of SU(N)^k theories from branes at multimodular singularities, extending previous conifold-based models.

Findings

Theories flow to non-trivial IR fixed points.

Explicit construction of theories from D3-branes at singularities.

Analysis of AdS/CFT correspondence for these models.

Abstract

We obtain N=1 SU(N)^k gauge theories with bifundamental matter and a quartic superpotential as the low energy theory on D3-branes at singular points. These theories generalize that on D3-branes at a conifold point, studied recently by Klebanov and Witten. For k=3 the defining equation of the singular point is that of an isolated D_4 singularity. For k>3 we obtain a family of multimodular singularities. The considered SU(N)^k theories flow in the infrared to a non-trivial fixed point. We analyze the AdS/CFT correspondence for our examples.