Duality of a Generalized Gauge Invariant Ising Model on Random Surfaces
Z. B. Li, B. Zheng, L. Schülke
Abstract
A generalized gauge invariant Ising model on random surfaces with non-trivial topology is proposed and investigated with the dual transformation. It is proved that the model is self-dual in case of a self-dual lattice. In special cases the model reduces to the known solvable Ising-type models.
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