Daniel LOPEZ
TQFT in dimension 4: the case of sutured Floer homology
Etablissement : Université Paris Diderot
Promotion : 2016
Domaine d’étude : Sciences exactes et technologies
Unité de recherche : IMJ-PRG
Ecole doctorale :
École doctorale de Sciences Mathématiques de Paris Centre
Description de la thèse :
The goal is to study the relation between two different but strikingly linked constructions of invariants of knots and 3-dimensional spaces, one coming from quantum physics and the other from symplectic geometry (the so-called Floer homology).