Recently, a two-matrix-model with a new type of interaction [1] has been introduced and analyzed using bi-orthogonal polynomial techniques. Here we present the complete 1/N^2 expansion for the formal version of this model, following the spirit of [2,3], i.e. the full expansion for the non mixed resolvent correlators and for the free energies
In this paper, we study a double scaling limit of two multi-matrix models: the $U(N)^2 \times O(D)$-...
We rewrite the loop equations of the hermitian matrix model, in a way which allows to compute all th...
In this paper we complement our recent result on the explicit formula for the planar limit of the fr...
We introduce a new class of two (multi)-matrix models of positive Hermitean matrices coupled in a ch...
We introduce a new class of two(multi)-matrix models of positive Hermitean matrices coupled in a cha...
Latex, 31 pages, 20 figures; few misprints corrected.We compute the complete topological expansion o...
We show how to calculate correlation functions of two matrix models without any approximation techni...
We develop techniques to compute multi-instanton corrections to the 1/N expansion in matrix models d...
International audienceThis paper provides the constructive loop vertex expansion for stable matrix m...
We propose a new family of matrix models whose 1/N expansion captures the all-genus topological stri...
We consider the two-matrix model with potentials whose derivative are arbitrary rational function of...
This thesis is a study of topological and integrability properties of the multi-matrix models. The m...
We find a KdV recursion relation for the two-matrix models in addition to that by Dijkgraaf and Witt...
The strong coupling expansions of the free energy for the Eguchi-Kawai model in two dimensions is ev...
We study open B-model representing D-branes on 2-cycles of local Calabi--Yau geometries. To this end...
In this paper, we study a double scaling limit of two multi-matrix models: the $U(N)^2 \times O(D)$-...
We rewrite the loop equations of the hermitian matrix model, in a way which allows to compute all th...
In this paper we complement our recent result on the explicit formula for the planar limit of the fr...
We introduce a new class of two (multi)-matrix models of positive Hermitean matrices coupled in a ch...
We introduce a new class of two(multi)-matrix models of positive Hermitean matrices coupled in a cha...
Latex, 31 pages, 20 figures; few misprints corrected.We compute the complete topological expansion o...
We show how to calculate correlation functions of two matrix models without any approximation techni...
We develop techniques to compute multi-instanton corrections to the 1/N expansion in matrix models d...
International audienceThis paper provides the constructive loop vertex expansion for stable matrix m...
We propose a new family of matrix models whose 1/N expansion captures the all-genus topological stri...
We consider the two-matrix model with potentials whose derivative are arbitrary rational function of...
This thesis is a study of topological and integrability properties of the multi-matrix models. The m...
We find a KdV recursion relation for the two-matrix models in addition to that by Dijkgraaf and Witt...
The strong coupling expansions of the free energy for the Eguchi-Kawai model in two dimensions is ev...
We study open B-model representing D-branes on 2-cycles of local Calabi--Yau geometries. To this end...
In this paper, we study a double scaling limit of two multi-matrix models: the $U(N)^2 \times O(D)$-...
We rewrite the loop equations of the hermitian matrix model, in a way which allows to compute all th...
In this paper we complement our recent result on the explicit formula for the planar limit of the fr...
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