论文标题
Deza图的新结构，通过$π$ - 本地融合图，有限的简单群体类型的偶数类型
A new construction of Deza graphs through $π$-local fusion graphs of finite simple groups of Lie-type of even characteristic
论文作者
论文摘要
在本文中，我们研究了$π$ - 局部融合图的结构，该图的某些有限简单型的均匀特征型型组的结构。我们表示此类图与其他组合对象之间的牢固连接为对覆盖物和Deza图。特别是，我们发现了几个无限的家族$π$ - 本地融合图，这些融合图的有限简单组的lie型均匀特征是严格的deza图。
In this paper, we investigate the structure of $π$-local fusion graphs of some finite simple groups of Lie-type of even characteristic. We indicate a strong connection between such graphs and other combinatorial objects, as antipodal covers and Deza graphs. In particular, we find several infinite families of $π$-local fusion graphs of finite simple groups of Lie-type of even characteristic that are strictly Deza graphs.
