Graduate Analysis Seminar
Charles Alley
UIC
The Schwarzian Derivative
Abstract: In this talk I will introduce the Schwarzian derivative and
give a survey of some of its properties and related results. The
Schwarzian derivative is a quadratic differential operator on the space of
locally injective holomorphic functions which is distinguished by the
property $S(f)=0$ if and only if $f$ is a linear fractional transformation.
Monday February 8, 2016 at 2:00 PM in SEO 612