Review of AdS/CFT Integrability, Chapter IV.1: Aspects of Non-Planarity
C. Kristjansen
TL;DR
This paper reviews how integrability techniques extend beyond the planar limit in N=4 SYM, focusing on non-planar anomalous dimensions, multi-point functions, and Wilson loops.
Contribution
It provides a comprehensive overview of the application of integrability to non-planar phenomena in N=4 SYM, highlighting recent advances.
Findings
Integrability offers insights into non-planar anomalous dimensions.
Multi-point functions can be analyzed using integrability methods.
Wilson loops exhibit integrability-related structures beyond the planar limit.
Abstract
We review the role of integrability in certain aspects of N=4 SYM which go beyond the planar spectrum. In particular, we discuss integrability in relation to non-planar anomalous dimensions, multi-point functions and Maldacena-Wilson loops.
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