论文标题
关于nilpotent Schur组
On nilpotent Schur groups
论文作者
论文摘要
有限的$ g $如果$ g $超过$ g $的每个$ s $ ring是Schurian，即以自然方式与$ \ sym（g）$相关联，则称为Schur组。我们证明，每个非亚伯nilpotent Schur群体都属于明确给定的团体家庭之一。
A finite group $G$ is called a Schur group if every $S$-ring over $G$ is schurian, i.e. associated in a natural way with a subgroup of $\sym(G)$ that contains all right translations. We prove that every nonabelian nilpotent Schur group belongs to one of the explicitly given families of groups.
