Yangian Symmetry in Holographic Correlators

Abstract

We point out that an infinite class of Witten diagrams is invariant under a Yangian symmetry. These diagrams are building blocks of holographic correlators and are related by a web of differential recursion relations. We show that Yangian invariance is equivalent to the consistency conditions of the recursion relations.

7 pages

References in corpus (5)

• Mellin amplitudes for $Ad{S}_5\times S^5$
• Lectures on Yangian Symmetry
• All Tree-Level Correlators for M-theory on $Ad{S}_7\times S^4$
• Super Gluon Five-Point Amplitudes in AdS Space
• Scattering bound states in AdS

Cited by in corpus (6)

• Integrability for Feynman Integrals
• Shift operators from the simplex representation in momentum-space CFT
• Conformal Four-Point Integrals: Recursive Structure, Toda Equations and Double Copy
• The Feyn-Structure of Yangian Symmetry
• An Elliptic One-Loop Amplitude in Anti-de-Sitter Space
• Hypergeometry from $\hat{\mathrm{P}}$-Symmetry: Feynman Integrals in One and Two Dimensions