A Family of Rational Maps with One Free Critical Point

A Family of Rational Maps with One Free Critical Point

Explore a mathematical lecture on a family of rational maps with one free critical point, presented by Reila Zheng from the University of Toronto at the Banach Center. Delve into the intricacies of this specific class of rational maps and their unique properties over the course of 28 minutes. Gain insights into the behavior and characteristics of these maps, which are defined by having a single critical point that is not fixed or pre-periodic.