论文标题
小度的数字字段的改善界限
Improved bounds on number fields of small degree
论文作者
论文摘要
我们研究了$ n $数字字段的数量，其判别为$ x $。在本文中，由于Schmidt在此类领域的数量上，我们改善了上限，这些字段以前是最著名的上限，价格为$ 6 \ leq n \ leq 94 $。
We study the number of degree $n$ number fields with discriminant bounded by $X$. In this article, we improve an upper bound due to Schmidt on the number of such fields that was previously the best known upper bound for $6 \leq n \leq 94$.
