Periodic points and equidistribution on $P^1$
Speaker:
Laura DeMarco, Northwestern University
Date and Time:
Monday, May 27, 2019 - 10:30am to 11:30am
Location:
Bahen Building, Room 1160
Abstract:
In 1983, Misha Lyubich proved that the periodic points of a rational map on $P^1$ are uniformly distributed with respect to a unique measure of maximal entropy. In this talk, I'll discuss a related, but still unanswered, question: how many periodic points do we need to determine the measure?
