On Solutions to the Twisted Yang-Baxter equation
Vitaly Tarasov
TL;DR
This paper explores solutions to the twisted Yang-Baxter equation derived from intertwiners of cyclic representations of quantum affine algebras, connecting them with coupled lattice current algebras.
Contribution
It introduces a novel approach linking twisted Yang-Baxter solutions to coupled lattice current algebras through cyclic representations.
Findings
Solutions characterized via coupled lattice current algebras
Connections established between intertwiners and algebraic structures
Provides a new framework for understanding twisted Yang-Baxter solutions
Abstract
Solutions to the twisted Yang-Baxter equation, arising from intertwiners for cyclic representations of are described via two coupled the lattice current algebras.
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Taxonomy
TopicsAdvanced Algebra and Geometry · Algebraic structures and combinatorial models · Finite Group Theory Research