Tyler Genao

collaborators

2 papers

math.NT2021

Typically bounding torsion on elliptic curves isogenous to rational $j$ -invariant

Tyler Genao

We prove that the family $I_{F_{0}}$ of elliptic curves over number fields that are geometrically isogenous to an elliptic curve with $F_{0}$ -rational $j$ -invariant is typica…

math.NT2021

Typically bounding torsion on elliptic curves with rational $j$ -invariant

Tyler Genao

A family $F$ of elliptic curves defined over number fields is said to be typically bounded in torsion if the torsion subgroups $E (F) [$ tors $]$ of those elliptic curves $E_…

Typically bounding torsion on elliptic curves isogenous to rational j-invariant

Typically bounding torsion on elliptic curves with rational j-invariant

Typically bounding torsion on elliptic curves isogenous to rational $j$ -invariant

Typically bounding torsion on elliptic curves with rational $j$ -invariant