Add to ORKGThe correlation functions of an arbitrary number of boundary monomers in the system of close-packed dimers on the square lattice are computed exactly in the scaling limit. The equivalence of the 2n-point correlation functions with those of a complex free fermion is proved, thereby reinforcing the description of the monomer-dimer model by a conformal free field theory with central charge c=1. Comment: 15 pages, 2 figure
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
We compute the correlations of two height variables in the two-dimensional Abelian sandpile model. W...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
The correlation functions of an arbitrary number of boundary monomers in the system of close-packed ...
In this present 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 ...
In this work, some classical results of the pfaffian theory of the dimer model based on the work of ...
AbstractIn this work, some classical results of the pfaffian theory of the dimer model based on the ...
Using classical density functional theory, we study the behavior of dimers, i.e. hard rods of length...
Using classical density functional theory, we study the behavior of dimers, i.e. hard rods of length...
This note relates topics in statistical mechanics, graph theory and combinatorics, lattice quantum f...
AbstractWe consider the partition functions of the anisotropic dimer model on the rectangular (2M−1)...
In the last few years, the methods of constructive fermionic renormalization group have been success...
We present a quantum Monte Carlo investigation of the finite-temperature phase diagram of the quantu...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
We compute the correlations of two height variables in the two-dimensional Abelian sandpile model. W...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
The correlation functions of an arbitrary number of boundary monomers in the system of close-packed ...
In this present 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 ...
In this work, some classical results of the pfaffian theory of the dimer model based on the work of ...
AbstractIn this work, some classical results of the pfaffian theory of the dimer model based on the ...
Using classical density functional theory, we study the behavior of dimers, i.e. hard rods of length...
Using classical density functional theory, we study the behavior of dimers, i.e. hard rods of length...
This note relates topics in statistical mechanics, graph theory and combinatorics, lattice quantum f...
AbstractWe consider the partition functions of the anisotropic dimer model on the rectangular (2M−1)...
In the last few years, the methods of constructive fermionic renormalization group have been success...
We present a quantum Monte Carlo investigation of the finite-temperature phase diagram of the quantu...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...
We compute the correlations of two height variables in the two-dimensional Abelian sandpile model. W...
International audienceIn the last few years, the methods of constructive Fermionic Renormalization G...