Transcendance of simple geodesics in arithmetic surfaces
Christopher-Lloyd SIMON
IRMAR Rennes
https://christopherlloyd.github.io/index.html
Date(s) : 08/01/2026 iCal
11h00 - 12h00
Subtitle : Dynamics of modular groups and diophantine approximation
Abstract : We will introduce the diophantine approximation of Markov numbers through the lens of hyperbolic geometry and mapping class group dynamics. After revisiting the work and expositions of Harvey Cohn, Andrew Haas and Caroline Series from a topological viewpoint, we will combine this picture with the dynamics of mapping class groups on character varieties and the arithmetic of modular forms, to propose new results and conjectures.
Emplacement
I2M Saint-Charles - Salle de séminaire
Catégories



