Ranks of $GL_2$ Iwasawa modules of elliptic curves

Preprint, Other literature type English OPEN
Backhausz, Tibor;

Let $p \ge 5$ be a prime and $E$ an elliptic curve without complex multiplication and let $K_\infty=\mathbb{Q}(E[p^\infty])$ be a pro-$p$ Galois extension over a number field $K$. We consider $X(E/\K_\infty)$, the Pontryagin dual of the $p$-Selmer group $Sel_{p^\infty}(... View more
Share - Bookmark