Torsion for CM Elliptic Curves Defined over Number Fields of Degree $2p$
Sums of two sixth powers
Holly Paige Chaos and Alexis Newton
November 13, 4-5 pm. Manchester 124.
In this talk, we will discuss the progress towards the classification of the torsion subgroups that arise for CM elliptic curves defined over number fields of degree $2p$.
In this talk, we will discuss the process for proving that $164634913$ is the smallest positive integer that is a sum of two rational sixth powers, but not a sum of two integer sixth powers.
Back to Number Theory Seminar homepage.
Last modified: Tuesday, 12-Nov-2019 08:48:26 EST