3 problems

Let $E$ be an elliptic curve of rank $r$ in the family of prime-conductor curves considered in the paper, and let its modular degree be the degree of its optimal modular parametriz…

Let $p=u^2+64$ be prime, and let $E_0$ be the Neumann–Setzer elliptic curve of conductor $p$. The modular degree of $E_0$ is the degree of its optimal modular parametrization from…

Weaker Watkins conjecture. If $m_{\mathsf{E}}$ is odd, then