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Then every column of B corresponding to e or its parallel arcs is the zero vector, and the submatrix consisting of the remaining columns of B is the incidence matrix of the digraph D
Theorem 1.2. Proof of Theorem 1.1. We will use the following auxiliary results in the proof.. Let SvwT denote the graph obtained from disjoint graphs S, T by adding an edge joining
[r]
Lately, in [1], the local reachability index has been characterized for a particular class of positive 2-D systems, which are a generalization of the systems presented in [2] and
For the reverse implication, we need to show that if (1.1)is true for all pairs of positive-definite matrices A and B then the inequalities in the left-hand column of Table 1
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