Lucas Kaufmann, Université d'Orléans: Equidistribution speed of periodic points in polynomial dynamics
Översikt
Evenemanget har passerat
- Datum:Startar 18 februari 2025, 11:00Slutar 18 februari 2025, 11:45
- Plats:MV:L14, Chalmers tvärgata 3
- Språk:Engelska
Abstrakt finns enbart på engelska: Let f: ℂ→ℂ be a polynomial map of degree d≥2. We show that periodic points of f of period n equidistribute towards the equilibrium measure of f exponentially fast as n tends to infinity. This quantifies theorem of Lyubich. The proof uses pluripotential theory and the theory of positive closed currents. This is a joint work with T.-C. Dinh.
