The Complete One-loop Spin Chain of N =1 SQCD

Abstract

We evaluate the complete planar one-loop dilation operator of N=1 Super QCD, at the large N Bank-Zaks fixed point near the upper edge of the superconformal window. The spin-chain Hamiltonian turns out to be entirely fixed by the constraints of superconformal symmetry, as in N=4 Super Yang-Mills and in N=2 SuperConformal QCD.

30 pages

References in corpus (6)

• Applications of the Superconformal Index for Protected Operators and q-Hypergeometric Identities to N=1 Dual Theories
• Calculating the Superconformal Index and Seiberg Duality
• Towards Baxter equation in supersymmetric Yang-Mills theories
• From Scattering Amplitudes to the Dilatation Generator in N=4 SYM
• From N=4 gauge theory to N=2 conformal QCD: three-loop mixing of scalar composite operators
• D-branes in non-critical superstrings and duality in N=1 gauge theories with flavor

Cited by in corpus (6)

• Integrability in N=2 superconformal gauge theories
• Revisiting the dilatation operator of the Wilson-Fisher fixed point
• On the Integrability of Planar N=2 Superconformal Gauge Theories
• The Coulomb and Higgs Branches of $\mathcal{N}=1$ Theories of Class ${\mathcal{S}}_k$
• Chaotic spin chains in AdS/CFT
• On the massless modes of the AdS3/CFT2 integrable systems