Pokrovsky-Talapov critical behavior for interacting dimers at the liquid-frozen transition
We consider a class of non-solvable, interacting", dimer models on the hexagonal lattice. At xed, small enough, interaction strength (i.e., in the vicinity of the free Fermi point at which Kasteleyn's solution holds), we compute the critical line in the space of dimer activities, separating the liquid and the frozen regions.
Area: CS28 - Statistical mechanics and interacting particle systems (Elisabetta Candellero)
Keywords: Interacting particle systems
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