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Upper Bound of Primitive Exponent of a Class of Nonnegative Matrix Pairs

机译:一类非负矩阵对的原始指数的上限

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There is a one-to-one relationship between nonnegative matrix pairs and two-colored digraph. With the knowledge of graph theory, by studying the associated directed digraph of a class of special nonnegative matrix pairs, that is a class of two-colored digraphs whose uncolored digraph have n vertices and consists of one n - cycle and one m - cycle are considered. The upper bound of exponent and characteristic of extreme two-colored digraphs are given.
机译:非负矩阵对与两彩色数字之间存在一对一的关系。随着图形理论的知识,通过研究一类特殊的非负矩阵对的相关指向数字,这是一类两种色上的数字,其未溶解的数字具有n个顶点,并且由一个n - 循环组成,一个m - 周期经过考虑的。给出了极端两彩色上色的指数和特征的上限。

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