论文标题
较厚的距离较弱的距离规则图形
Thick weakly distance-regular digraphs
论文作者
论文摘要
如果其附着的方案是常规的，则距离较弱的距离规则挖掘厚度为厚。在本文中，我们表明，每个交换性较厚的距离较弱的距离距离挖掘物具有较厚的较厚距离距离距离的较弱的距离，因此相应的挖掘物落入了六个较厚的较厚弱距离距离远距离规则的挖掘的家族，直至同构。
A weakly distance-regular digraph is thick if its attached scheme is regular. In this paper, we show that each commutative thick weakly distance-regular digraph has a thick weakly distance-regular subdigraph such that the corresponding quotient digraph falls into six families of thick weakly distance-regular digraphs up to isomorphism.
