摘要
证明了至少有一对非零对称元但非对称且周期为 2的n阶非本原不可约布尔矩阵所成的类的幂敛指数集是 :(ⅰ )若n(>3)是偶数 ,则Kn={ 2 ,3,… ,2n - 4} ;(ⅱ )若n(>3)是奇数 ,则Kn={ 2 ,3,… ,2n - 5 } .
In this paper,the author completely proves the exponent set of power convergence for the class of n order non symmetric imprimitive irreducible Boolean matrix which at least exists one pair of nonzero symmetry elements and whose period is 2.The main results are as follows:(ⅰ)if n(>3) is even,then K n=2,3,...,2n-4;(ⅱ) if n(>3) is odd,then K n=2,3,...,2n-5.
出处
《海南大学学报（自然科学版）》
CAS
2002年第3期200-208,共9页
Natural Science Journal of Hainan University
