Speaker: Amardeep Sarkar
Date: 6th November, 2018
In complex analysis, one of the well-known theorems is great Picard theorem. Roughly speaking, it says that a holomorphic function near an essential singularity takes each complex number infinitely many times except at most one. There are many ways to prove this result, and I am going to present a proof of this using method of conformal metrics.
Prerequisites: Basic calculus and definition of a holomorphic function in one variable.