Keping Huang, University of Rochester
5:00 PM - 6:00 PM
The authors combine complex-analytic and arithmetic tools to study the preperiodic points of one-dimensional complex dynamical systems. In particular, they show that if two complex rational functions f and g have infinitely many preperiodic points in common, then they must have the same Julia set.
Event contact: junwen dot peng at rochester dot edu