Anthony Kling

collaborators

2 papers

math.NT2024

A graph-theoretic approach to computing Selmer groups of elliptic curves $y^{2} = x^{3} + b x$ over $Q (i)$

Anthony Kling, Ben Savoie

We develop a graph-theoretic algorithm to compute the $φ$ -Selmer group of the elliptic curve $E_{b} : y^{2} = x^{3} + b x$ over $Q (i)$ , where $b \in Z [i]$ and $φ$ is a de…

math.NT2023

Comparison of integral structures on the space of modular forms of full level N

Anthony Kling

Let $N \geq 3$ and $r \geq 1$ be integers and $p \geq 2$ be a prime such that $p ∤ N$ . One can consider two different integral structures on the space of modular forms over $\mathbb{Q…

A graph-theoretic approach to computing Selmer groups of elliptic curves y2=x3+bx over Q(i)

Comparison of integral structures on the space of modular forms of full level N

A graph-theoretic approach to computing Selmer groups of elliptic curves $y^{2} = x^{3} + b x$ over $Q (i)$