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On The Complexity of Bounded Time Reachability for Piecewise Affine Systems

机译:分段仿射系统有界时间可达性的复杂性

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Reachability for piecewise affine systems is known to be un-decidable, starting from dimension 2. In this paper we investigate the exact complexity of several decidable variants of reachability and control questions for piecewise affine systems. We show in particular that the region to region bounded time versions leads to NP-complete or co-NP-complete problems, starting from dimension 2.
机译:从维度2开始,已知分段仿射系统的可达性是不可确定的。在本文中,我们研究了分段仿射系统的几个可确定的可达性和控制问题的可变性的确切复杂性。我们特别显示,从维度2开始,区域到区域的有界时间版本会导致NP完全或co-NP完全问题。

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