Add to ORKGIn this paper we construct the 2 dimensional Euclidean φ4 quan-tum field theory using the method of loop vertex expansion. We re-produce the results of standard constructive theory, for example the Borel summability of the Schwinger functions in the coupling con-stant. Our method should be also suitable for the future construction of Grosse-Wulkenhaar models on non-commutative space-time
We propose a new formalism for quantum field theory (QFT) which is neither based on functional integ...
We prove that the operator product expansion (OPE), which is usually thought of as an asymptotic sho...
We present a method for classifying conformal field theories based on Coulomb gases (bosonic free-fi...
In this talk we briefly report the recent work on the construction of the 2-dimensional Grosse-Wulke...
In this paper we construct the noncommutative Grosse-Wulkenhaar model on 2-dimensional Moyal plane w...
We compute one-loop and two-loop β-functions for vacuum expectation values (VEVs) in gauge theories....
International audienceThis paper is the first of a series aiming to use the loop vertex expansion (L...
The main subject of this thesis is about a new method of constructive renormalization theory, called...
To make sense of quantum field theory in an arbitrary (globally hyperbolic) curved space–time, the t...
To make sense of quantum field theory in an arbitrary (globally hyperbolic) curved spacetime, the th...
Dans la partie principale de cette these on considère la theorie euclidienne constructive des champs...
In order to construct examples for interacting quantum field theory models, the methods of euclidean...
This paper is the first of a series aiming at proving rigorously the analyticity and the Borel summa...
We calculate quantum averages of Wilson loops (holonomies) in gauge theories on the Euclidean noncom...
This paper is an extended erratum to [1], in which the classic construction and Borel summability of...
We propose a new formalism for quantum field theory (QFT) which is neither based on functional integ...
We prove that the operator product expansion (OPE), which is usually thought of as an asymptotic sho...
We present a method for classifying conformal field theories based on Coulomb gases (bosonic free-fi...
In this talk we briefly report the recent work on the construction of the 2-dimensional Grosse-Wulke...
In this paper we construct the noncommutative Grosse-Wulkenhaar model on 2-dimensional Moyal plane w...
We compute one-loop and two-loop β-functions for vacuum expectation values (VEVs) in gauge theories....
International audienceThis paper is the first of a series aiming to use the loop vertex expansion (L...
The main subject of this thesis is about a new method of constructive renormalization theory, called...
To make sense of quantum field theory in an arbitrary (globally hyperbolic) curved space–time, the t...
To make sense of quantum field theory in an arbitrary (globally hyperbolic) curved spacetime, the th...
Dans la partie principale de cette these on considère la theorie euclidienne constructive des champs...
In order to construct examples for interacting quantum field theory models, the methods of euclidean...
This paper is the first of a series aiming at proving rigorously the analyticity and the Borel summa...
We calculate quantum averages of Wilson loops (holonomies) in gauge theories on the Euclidean noncom...
This paper is an extended erratum to [1], in which the classic construction and Borel summability of...
We propose a new formalism for quantum field theory (QFT) which is neither based on functional integ...
We prove that the operator product expansion (OPE), which is usually thought of as an asymptotic sho...
We present a method for classifying conformal field theories based on Coulomb gases (bosonic free-fi...