Derives a three-parameter Yang-Baxter equation from star-triangle and star-star relations in the chiral Potts model as an extension of prior unification of edge and vertex models.
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Derives path-product expansion for free-fermion modes and local conserved charges in generalized free-fermion models from Krylov basis generating function.
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The Yang-Baxter Equation for the Chiral Potts Model and Integrable Parafermions
Derives a three-parameter Yang-Baxter equation from star-triangle and star-star relations in the chiral Potts model as an extension of prior unification of edge and vertex models.