论文标题
分开等级3图
Separating rank 3 graphs
论文作者
论文摘要
我们对一些臭名昭著的案例进行了分类，排名3的图表未能符合Delsarte或Hoffman Bound。结果，我们解决了相应等级的3个原始组的分离问题，并提供了同步的新示例，但不提供$ \ mathbb {q} \ mathrm {i} $，offine类型的组。
We classify, up to some notoriously hard cases, the rank 3 graphs which fail to meet either the Delsarte or the Hoffman bound. As a consequence, we resolve the question of separation for the corresponding rank 3 primitive groups and give new examples of synchronising, but not $\mathbb{Q}\mathrm{I}$, groups of affine type.
