58 citations · 108 across the 4 of their papers we have counts for
5 papers
Quartic Tensor Models
Thibault Delepouve
Tensor models are measures for random tensors. They generalise matrix models and were developed to study random geometry in arbitrary dimension. Moreover, they are strongly connect…
Phase Transition in Tensor Models
Thibault Delepouve, Razvan Gurau
Generalizing matrix models, tensor models generate dynamical triangulations in any dimension and support a expansion. Using the intermediate field representation we explicitl…
Enhancing non-melonic triangulations: A tensor model mixing melonic and planar maps
Valentin Bonzom, Thibault Delepouve, Vincent Rivasseau
Ordinary tensor models of rank are dominated at large by tree-like graphs, known as melonic triangulations. We here show that non-melonic contributions can be enhance…
Constructive Tensor Field Theory: The Model
Thibault Delepouve, Vincent Rivasseau
We build constructively the simplest tensor field theory which requires some renormalization, namely the rank three tensor theory with quartic interactions and propagator inverse o…
Universality and Borel Summability of Arbitrary Quartic Tensor Models
Thibault Delepouve, Razvan Gurau, Vincent Rivasseau
We extend the study of \emph{melonic} quartic tensor models to models with arbitrary quartic interactions. This extension requires a new version of the loop vertex expansion using…