Allan Mossiaguine: A Brief History of Elliptic Functions
Time: Tue 2019-01-29 10.00 - 11.45
Location: Room 22, House 5, Kräftriket, Department of Mathematics, Stockholm University
Respondent: Allan Mossiaguine
Supervisor: Rikard Bögvad
Abstract: This thesis explores the history of elliptic functions, beginning with their origins in elliptic integrals studied by Jacob Bernoulli and Euler, and ending up with the torus surface after trespassing into the complex domain. Along the way we encounter parallels between elliptic functions and trigonometric functions, and learn about the discovery of inverting elliptic integrals due to Abel, Jacobi and Gauss.