摘要
应用图论方法推导出至少有一对非零对称元但非对称的n阶本原几乎可约矩阵所成的类(SNBn)的数个指数公式,并进一步确定出(SNBn)的本原指数集(S1∪S2∪S3).
In this paper we apply graphic method to determine the exponent set for a class of n order (non-)symmetric, primitive, nearly reducible Boolean matrix with at least one pair of nonzero symmetry entries. Our results are the following:(1)we deduce several formula of the exponent for the class;(2)we obtain the exponent set (S_1∪S_2∪S_3) for the class.
出处
《海南大学学报（自然科学版）》
CAS
2004年第1期15-22,共8页
Natural Science Journal of Hainan University
关键词
几乎可约矩阵
本原指数
本原矩阵
极小强连通有向图
布尔矩阵
primitive matrix
primitive exponent
nearly reducible matrix
minimally strong connected (directed) graph
