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Autor:
Addona, Patrick, Bockenhauer, Ethan, Brubaker, Ben, Cauthorn, Michael, Conefrey-Shinozaki, Cianan, Donze, David, Dudarov, William, Dukes, Jessamyn, Hardt, Andrew, Li, Cindy, Li, Jigang, Liu, Yanli, Puthanveetil, Neelima, Qudsi, Zain, Simons, Jordan, Sullivan, Joseph, Young, Autumn
Given an arbitrary choice of two sets of nonzero Boltzmann weights for $n$-color lattice models, we provide explicit algebraic conditions on these Boltzmann weights which guarantee a solution (i.e., a third set of weights) to the Yang-Baxter equation
Externí odkaz:
http://arxiv.org/abs/2212.06404
