Publication date
January 2013
DOIAbstract
We characterize which graph invariants are partition functions of a spin model over C, in terms of the rank growth of associated ‘connection matrices’
We characterize which graph invariants are partition functions of a spin model over C, in terms of the rank growth of associated ‘connection matrices’
AbstractSpin models were introduced by Vaughan Jones to construct invariants of knots and links (Pac...
Series expansions for the partition function and the fluctuation in the long range order parameter a...
Abstract. The determinantal form of the partition function of the 6-vertex model with domain wall bo...
We characterize which graph invariants are partition functions of a vertex model over C, in terms o...
We characterize which graph parameters are partition functions of a vertex model over an algebraica...
We introduce a new class of graph parameters coming from invariants of the orthosymplectic group, wh...
With a graph G = (V,E) we associate a collection of non-negative real weights ∪v∈V {λi,v: 1 ≤ i ≤ m}...
A cyclic graph is a graph with at each vertex a cyclic order of the edges incident with it specied....
Spin models and vertex models on graphs are defined as appropriate generalizations of the Ising-Pott...
htmlabstractWe characterize the rank of edge connection matrices of partition functions of real vert...
In this paper we introduce, and characterize, a class of graph parameters obtained from tensor invar...
Let V be an n-dimensional vector space, and let O n be the orthogonal group. Motivated by a question...
This thesis is concerned with links between certain graph parameters and the invariant theory of the...
We describe various aspects of statistical mechanics defined in the complex temperature or coupling-...
24 pagesInternational audienceWe obtain a new multiple integral representation for the spin-spin cor...
AbstractSpin models were introduced by Vaughan Jones to construct invariants of knots and links (Pac...
Series expansions for the partition function and the fluctuation in the long range order parameter a...
Abstract. The determinantal form of the partition function of the 6-vertex model with domain wall bo...
We characterize which graph invariants are partition functions of a vertex model over C, in terms o...
We characterize which graph parameters are partition functions of a vertex model over an algebraica...
We introduce a new class of graph parameters coming from invariants of the orthosymplectic group, wh...
With a graph G = (V,E) we associate a collection of non-negative real weights ∪v∈V {λi,v: 1 ≤ i ≤ m}...
A cyclic graph is a graph with at each vertex a cyclic order of the edges incident with it specied....
Spin models and vertex models on graphs are defined as appropriate generalizations of the Ising-Pott...
htmlabstractWe characterize the rank of edge connection matrices of partition functions of real vert...
In this paper we introduce, and characterize, a class of graph parameters obtained from tensor invar...
Let V be an n-dimensional vector space, and let O n be the orthogonal group. Motivated by a question...
This thesis is concerned with links between certain graph parameters and the invariant theory of the...
We describe various aspects of statistical mechanics defined in the complex temperature or coupling-...
24 pagesInternational audienceWe obtain a new multiple integral representation for the spin-spin cor...
AbstractSpin models were introduced by Vaughan Jones to construct invariants of knots and links (Pac...
Series expansions for the partition function and the fluctuation in the long range order parameter a...
Abstract. The determinantal form of the partition function of the 6-vertex model with domain wall bo...
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