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Reachability index of the positive 2D general models

机译:正二维普通模型的可达性指数

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It is shown that 2(n + 1)is the upper bound for the reachability index of the n-order positive 2D general models.In recent years a growing interest in positive two-dimensional(2D)systems has been observed[1-9].An overview of some recent results in positive systems has been given in the monographs[1,10]and papers[5-9]and on the controllability of ID and 2D systems in[11].The asymptotic behaviour of positive 2D systems and their internal stability have been investigated in[8,9].The local reachability of positive 2D systems described by the second Fornasini-Marchesini models[2-4]has been analyzed in[5].It was shown that the reachability index of the n-order positive 2D systems is not bounded by n.
机译:结果表明,2(n + 1)是n阶正2D通用模型可达性指标的上限。近年来,人们对正二维(2D)系统的兴趣日益增长[1-9 ]。正论[1,10]和论文[5-9]以及ID和2D系统在[11]中的可控性已经概述了正系统的一些最新结果。正2D系统的渐近行为在[8,9]中研究了它们的内部稳定性。[2]在[5]中分析了Fornasini-Marchesini第二模型[2-4]描述的正二维系统的局部可达性。 n阶正2D系统不受n限制。

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