AbstractWe express the 3D Dimer partition function on a finite lattice as a linear combination of determinants of oriented adjacency matrices and the 3D Ising partition function as a linear combination of products over aperiodic closed walks. The methodology we use is embedding of cubic lattice on 2D surfaces of large genus
[[abstract]]We solve the monomer-dimer problem on a nonbipartite lattice, a simple quartic lattice w...
AbstractWe study partition functions for the dimer model on families of finite graphs converging to ...
Abstract The dimer problem arose in a thermodynamic study of diatomic molecules, and was abstracted ...
AbstractWe express the 3D Dimer partition function on a finite lattice as a linear combination of de...
We present a new expression for the partition function of the dimer arrangements and the Ising parti...
We study the partition function of both Close-Packed Dimers and the Critical Ising Model on a square...
AbstractIn this work, some classical results of the pfaffian theory of the dimer model based on the ...
In this work, some classical results of the pfaffian theory of the dimer model based on the work of ...
We construct a class of lattices in three and higher dimensions for which the number of dimer coveri...
In this thesis we give an exact solution of the dimer model on the square and triangular lattice wit...
In a previous paper [3], we showed how certain orientations of the edges of a graph Γ embedded in a ...
We study the dimer and Ising models on a finite planar weighted graph with periodic-antiperiodic bou...
We have extended, in most cases through 24th order, the series expansions of the dimer density in po...
We study classical dimers on two-dimensional quasiperiodic Ammann-Beenker (AB) tilings. Despite the ...
AbstractLet Sn be the 2n×2n square lattice and c(Sn) the number of dimer coverings of Sn. In 1961, M...
[[abstract]]We solve the monomer-dimer problem on a nonbipartite lattice, a simple quartic lattice w...
AbstractWe study partition functions for the dimer model on families of finite graphs converging to ...
Abstract The dimer problem arose in a thermodynamic study of diatomic molecules, and was abstracted ...
AbstractWe express the 3D Dimer partition function on a finite lattice as a linear combination of de...
We present a new expression for the partition function of the dimer arrangements and the Ising parti...
We study the partition function of both Close-Packed Dimers and the Critical Ising Model on a square...
AbstractIn this work, some classical results of the pfaffian theory of the dimer model based on the ...
In this work, some classical results of the pfaffian theory of the dimer model based on the work of ...
We construct a class of lattices in three and higher dimensions for which the number of dimer coveri...
In this thesis we give an exact solution of the dimer model on the square and triangular lattice wit...
In a previous paper [3], we showed how certain orientations of the edges of a graph Γ embedded in a ...
We study the dimer and Ising models on a finite planar weighted graph with periodic-antiperiodic bou...
We have extended, in most cases through 24th order, the series expansions of the dimer density in po...
We study classical dimers on two-dimensional quasiperiodic Ammann-Beenker (AB) tilings. Despite the ...
AbstractLet Sn be the 2n×2n square lattice and c(Sn) the number of dimer coverings of Sn. In 1961, M...
[[abstract]]We solve the monomer-dimer problem on a nonbipartite lattice, a simple quartic lattice w...
AbstractWe study partition functions for the dimer model on families of finite graphs converging to ...
Abstract The dimer problem arose in a thermodynamic study of diatomic molecules, and was abstracted ...
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