A new left-moving family of colored lattice models is proven solvable and dual to the right-moving family, with the crystal limit yielding a Schützenberger involution bijection on Gelfand-Tsetlin patterns.
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The Sch\"utzenberger involution and colored lattice models
A new left-moving family of colored lattice models is proven solvable and dual to the right-moving family, with the crystal limit yielding a Schützenberger involution bijection on Gelfand-Tsetlin patterns.