The density problem on repelling periodic points of non-archimedean rational functions

Orateur: Yusuke Okuyama
Localisation: Université Paris 7, France
Type: Séminaire COOL
Site: Hors LAMA , IHP
Salle: 5
Date de début: 01/04/2011 - 10:30
Date de fin: 01/04/2011 - 10:30

It is an open problem whether the repelling periodic points are dense in the classical Julia set of a rational function over non-archimedean fields. In this talk, we give a partial positive answer to this question based on a study of "logarithmic equidistribution'' on Berkovich projective line over non-archimedean fields.