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Some Properties of the Plaquette Random-Cluster Model
Paul Duncan1, Benjamin Schweinhart2
1Department of Mathematics, Indiana University, Bloomington, 47408 IN USA.
None:
We show that the i-dimensional plaquette random-cluster model with coefficients in is dual to a -dimensional plaquette random cluster model. In addition, we explore boundary conditions, infinite volume limits, and uniqueness for these models. For previously known results, we provide new proofs that rely more on the tools of algebraic topology.
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