The paper conjectures an asymptotic form for Mayer series coefficients b(n) on regular lattices and reports good numerical agreement when fitting four parameters to the first 20 known coefficients on several bipartite lattices.
An Asymptotic Expansion and Recursive Inequalities for the Monomer-Dimer Problem
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The Aesthetic Asymptotics of the Mayer Series Coefficients for a Dimer Gas on a Regular Lattice
The paper conjectures an asymptotic form for Mayer series coefficients b(n) on regular lattices and reports good numerical agreement when fitting four parameters to the first 20 known coefficients on several bipartite lattices.