Riemann Surfaces

problem sets

Mathcamp

analysis

Constructing Riemann surfaces as graphs of holomorphic functions, ending with Fermat’s last theorem for function fields.

Published

July 3, 2019

Problem sets

A week-long class I taught at Mathcamp 2019. We construct Riemann surfaces as “graphs” of holomorphic functions, and towards the end prove Fermat’s last theorem for function fields.

The prerequisites are complex analysis.