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Continuous selections of trajectories of hybrid systems

机译:混合系统轨迹的连续选择

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We present results on existence of continuous selections of trajectories of hybrid systems evolving according to Lipschitz nonlinear inclusions. First, we utilize the Skorohod metric to define both a family of pseudo-metrics and a metric on the set of trajectories accepted by the hybrid automaton. We show that under a non-Zeno condition the latter metric is complete. Second, the existence of continuous selections with respect to the family of pseudo-metrics is proved under a relatively mild assumption of transversality. (C) 2002 Elsevier Science B.V. All rights reserved. [References: 10]
机译:我们提出了根据Lipschitz非线性夹杂物演化的混合系统轨迹连续选择的存在性的结果。首先,我们利用Skorohod度量来定义一系列伪度量和混合自动机所接受的一组轨迹度量。我们表明,在非Zeno条件下,后一个度量是完整的。其次,在相对温和的横向假设下,证明了伪度量族连续选择的存在。 (C)2002 Elsevier Science B.V.保留所有权利。 [参考:10]

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