Mini-conference

    INTEGRABLE   DYNAMICAL  SYSTEMS  AND  GEOMETRY

                           
                           Lyon,    December 5-7, 2022

     The class of integrable dynamical systems, i.e., systems having a sufficient number of conservation laws to describe the behavior of orbits, is of special interest. There are many integrable systems in the nature.  Studying of many problems of geometry leads to natural dynamical systems for which it is important to known, whether they are integrable in some sense or not, and whose study gives links to other domains of mathematics. A classical remarkable example of integrable dynamical system coming from geometry is an elliptic billiard. The famous Birkhoff Conjecture (formulated in 1920-ths) states that the only strictly convex bounded planar integrable billiards are ellipses.

      The talks of the mini-conference will present new results on cross-road between many domains of mathematics related to integrable systems: billiards, Riemann and Kählerian geometries, bicycle mathematics...

                                      There will be three minicourses:

       by Marie-Claude Arnaud,   Alexey Bolsinov  and  Sergei Tabachnikov                                                                                                                                                                                                                                                               

                                            CONFIRMED SPEAKERS

Alain Albouy (CNRS, Observatoire de Paris, France)                           

Marie-Claude Arnaud (Université Paris-Diderot, France)                                   

Alexey Bolsinov (Loughborough University, United Kingdom)                           

Alain Chenciner (Observatoire de Paris, France)                                                  

Vincent Delecroix (CNRS, Université de Bordeaux, France)                        

Corentin Fierobe (IST Austria)

Vladimir Fock  (Université de Strasbourg, France)

Jean-Pierre Marco (Institut de Mathématiques de Jussieu, Paris, France)

Sergei Tabachnikov (Pennsylvania State University, USA)

Alexander Veselov (Loughborough University, United Kingdom) 

PROGRAM

ABSTRACTS

The mini-conference will take place at the Unité de Mathématiques Pures et Appliquées (UMPA) of the Ecole Normale Supérieure de Lyon (ENS de Lyon),

in the Lecture Room 435 at the 4-th floor.

The registration of participants will take place at the 4-th floor, in the
Coffee room (Salle Passerelle), between the two buildings of the ENS de Lyon.

Coffee breaks will take place at the same coffee room.

Address:     46, allée d'Italie, 69007, Lyon.
Directions: 1) From Part-Dieu train station. Take metro line B to Debourg station. 
                           2) From Perrache train station. Take tram T1, to the "ENS  Lyon" stop.

ORGANIZERS:  Alexey Glutsyuk, Valentin Ovsienko, Abdelghani Zeghib

We will probably have a possibility to cover accomodation expences of a small number of young participants                                 (graduate students, post-docs).                                    

For registration, financial support application and practical information:

please, contact  Alexey Glutsyuk:   aglutsyu"at"ens-lyon.fr

Registration deadline:  November 14, 2022

LABEX MILYON                                              

ANR-19-CE40-0021 PhyMath                          

UMPA                                                              

Equipe "Astronomie et Systèmes             

Céleste et de Calcul des Ephémérides (ASD/IMCCE), Paris

Laboratoire de Mathém atiques de Reims     

University of Maryland