Presentation av masterarbete

​Douglas Molin: Effective quasiparallelogram laws on elliptic curves


Abstract: The quasiparallelogram law is a theorem governing in a quantitative way the group structure on elliptic curves. In short, the law rules that the so called height functions on the curve are almost quadratic forms. In this presentation, I will introduce the classical height functions and discuss effective quasiparallelogram laws on elliptic curves over number fields with short Weierstrass equations. This work is motivated by a problem about uniform estimates on nonsingular cubic curves.

Handledare: Per Salberger

​Zoom: https://chalmers.zoom.us/j/68402115534
Kategori Studentarbete
Plats: Online
Tid: 2021-05-18 10:00
Sluttid: 2021-05-18 11:00

Sidansvarig Publicerad: sö 16 maj 2021.