TL;DR
This paper explores the algebraic structures, specifically Yangian symmetry, underlying the spin chains associated with high energy QCD scattering, and investigates potential generalizations to more complex cases.
Contribution
It analyzes the algebraic symmetries of BFKL-related spin chains and proposes extensions to nonzero spin and anisotropic conditions.
Findings
Identification of sl(2) Yangian symmetry in the spin chains
Potential generalizations to nonzero spin cases
Insights into algebraic structures of high energy QCD scattering
Abstract
We discuss the algebraic structure of the spin chains related to high energy scattering in QCD. We study the sl(2) Yangian symmetry and possible generalizations to nonzero spin and anisotropy parameter.
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