Set-theoretical solutions to the Yang-Baxter Relation from factorization of matrix polynomials and θ-functions
Odesskii, Alexander
Original · EN
New set-theoretical solutions to the Yang-Baxter Relation are constructed. These solutions arise from the decompositions "in different order" of matrix polynomials and θ-functions. We also construct a "local action of the symmetric group" in these cases, generalizations of the action of the symmetric group Sₙ given by the set-theoretical solution.
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