” Complex analytic and arithmetic properties of the dynamical moduli space of rational functions. Il “

Yusuke Okuyama (Kyoto Institute of Technology)

Thursday, May 2nd, 2019
1:30 PM - 2:30 PM
Dewey 1101-Aud.

We talk about our recent equidistribution result on the dynamics of rational functions on the projective line over non-archimedean fields under the no potentially good reductions condition, which partly answers a question posed by Favre and Rivera-Letelier. We will also mention about a similar result on the value distribution of higher derivatives in polynomial dynamics. The latter is based on our joint work with Gabriel Vigny (Amiens).

Event contact: hazel dot mcknight at rochester dot edu