论文标题
每个属的一个级别的负判别物的最大质量因素的界限
Bounds on the largest prime factor of a negative discriminant with one class per genus
论文作者
论文摘要
高斯猜想的是，任何具有至少32属的负面判别物在每个属中至少具有两类的二元二次形式。我们证明，通过类似于贝克解决高斯第一类问题的论点，这种判别剂不能具有特别大的主要因素。
It was conjectured by Gauss that any negative discriminant with at least 32 genera has at least two classes of binary quadratic forms in each genus. We prove that such a discriminant cannot have a particularly large prime factor, by an argument similar to that of Baker's solution to Gauss' class number one problem.
