3 problems

Let $p$ be prime and let $E$ be an optimal elliptic curve quotient of $J_0(p)$. A Neumann–Setzer curve is the special curve family considered in the paper. The non-Neumann–Setzer m…

An elliptic curve over $\mathbf{Q}$ has odd modular degree when the degree of its optimal modular parametrization is odd. The odd modular-degree infinitude conjecture. There are in…

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…