论文标题
用7个衰减对理由计数椭圆曲线
Counting elliptic curves over the rationals with a 7-isogeny
论文作者
论文摘要
我们按高度计算理由的椭圆曲线数量，既达到了理由的同构和代数封闭，均已承认$ 7 $的循环同等级。
We count by height the number of elliptic curves over the rationals, both up to isomorphism over the rationals and over an algebraic closure thereof, that admit a cyclic isogeny of degree $7$.
