Representation Spaces, Teichmüller Theory, and their Relationship with 3-manifolds from the Classical and Quantum Viewpoints (Thematic Month 2018)

Conference
CIRM, Luminy, Marseille
https://conferences.cirm-math.fr/1891.html

Date(s) : 29/01/2018 - 02/02/2018   iCal
0 h 00 min

CONFERENCE

Representation Spaces, Teichmüller Theory, and their Relationship with 3-manifolds from the Classical and Quantum Viewpoints
Espaces de représentations, théorie de Teichmüller et leur rapport avec les 3-variétés d’un point de vue classique et quantique

29 January – 2 February 2018

Scientific Committee  & Organizing Committee
Comité scientifique & Comité d’organisation
Michel Boileau (Aix-Marseille Université)
Teruaki Kitano (Soka University)
Takayuki Morifuji (Keio University)
Luisa Paoluzzi (Aix-Marseille Université)

 

​The main aim of the conference is to bring together mathematicians from France and Japan working in low dimensional topology, so as to encourage collaborations in the field between the two countries. Although there will be a special focus on representation spaces at large, the seminars will cover a vast spectrum of topics in low-dimensional topology.

Since the number of places at CIRM is restricted, we strongly encourage all those who plan to take part in the conference to pre-register as soon as possible. Pre-registration will close at the end of October, 2017. Note that we cannot ensure participation without pre-registration or beyond the number of available places.

The organisers will be able to cover living expenses for a limited number of students and young researchers. Students and young researchers wishing to have their living expenses covered must apply for funding when pre -registering.

Le but principal de la conférence est de permettre aux mathématiciens français et japonais travaillant dans le domaine de la topologie de petite dimension de se rencontrer pour favoriser les collaborations dans le domaine entre les deux pays. Du point de vue des contenus, la conférence sera centrée principalement sur les espaces de représentations au sens large, même si les séminaires couvriront un vaste éventail de sujets en topologie de petite dimension.

Les pré-inscriptions se clôtureront fin octobre 2017. Les inscriptions seront limitées par les places disponibles, et les demandes des personnes pré-inscrites seront considérées en priorité.

Les organisateurs disposent d’un budget pour couvrir les frais de séjour d’un nombre limité d’étudiants et jeunes chercheurs. Afin de bénéficier de cette aide, merci d’en faire la demande lors de la pré-inscription.

Speakers
Stéphane Baseilhac (Université de Montpellier)  – On the quantum Teichmüller invariants of surface diffeomorphisms
Fathi Ben Aribi (Université de Genève) The Teichmüller TQFT volume conjecture for twist knots (pdf)
Tetsuya Ito (Osaka University) – On a characterizaion of strongly quaipositive links (pdf)
Julien Marché (Sorbonne Université) – Differential equation for the Reidemeister Torsion – VIDEO  –
Kimihiko Motegi (Nihon University)  – L-space knots in twist families and satellite L-space knots – VIDEO  –
Delphine Moussard (RIMS Kyoto) Finite type invariants of knots in homology 3-spheres – VIDEO 
Jun Murakami (Waseda University) – Braided Wirtinger presentation of knots
Takahiro Oba (Tokyo Institute of Technology)  – Surfaces in D4 with the same boundary and fundamental group
Frédéric Palesi (Aix-Marseille Université)​  Dynamical decomposition of character varieties of surface groups
Joan Porti (UAB Barcelona) Volume forms on the SLn(C)-moduli space of surfaces with boundary (pdf)
​Jean Raimbault (Université de Toulouse)  Counting manifolds and subgroups
​Takao Satoh (Tokyo University of Science) – On the Andreadakis conjecture of the automorphism groups of free groups
Toshie Takata (Kyushu University) On the quantum SU(2) invariant 
Liam Watson (University of Glasgow) Heegaard Floer homology via immersed curves
Bert Wiest (Université de Rennes) Algorithmic aspects of braids and subsurface projections 
Anton Zorich (Sorbonne Université) Equidistribution of square-tiled surfaces, meanders, and Masur-Veech volumes – VIDEO  –

 

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