论文标题
Cayley图中的大量强烈的骑术顶点
Large sets of strongly cospectral vertices in Cayley graphs
论文作者
论文摘要
强大的环境是图表的一组顶点的等效关系，它在图中量子状态转移的研究中很重要。我们构建了阿贝利安·卡利（Abelian Cayley）的家族，其中相互扎实的顶点的数量可以任意大。
Strong cospectrality is an equivalence relation on the set of vertices of a graph that is of importance in the study of quantum state transfer in graphs. We construct families of abelian Cayley graphs in which the number of mutually strongly cospectral vertices can be arbitrarily large.
