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Piecewise Affine System Identification by Exploiting Sparsity in Tight-Dimensional Spaces

机译:通过在紧密空间中利用稀疏性来分段仿射系统识别

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Identification of piecewise affine systems has been a major challenge in, e.g., modeling of hybrid systems. In this paper, we present an idea to exploit hidden sparsity in tight-dimensional representation spaces for piecewise affine system identification. More precisely, we propose a tight-dimensional linear transformation which reveals sparsity hidden in output signals of piecewise affine systems. This linear transformation is designed by applying a natural observation that most of output signals on neighboring data points are contained in special subspaces. Numerical examples show the effectiveness of the revealed sparsity for piecewise affine system identification.
机译:分段仿射系统的识别在例如混合系统的建模中是一个重大挑战。在本文中,我们提出了一个想法,以利用用于分段仿射系统识别的紧密代表空间中的隐藏稀疏性。更确切地说,我们提出了一种紧密的线性变换,揭示了隐藏在分段仿射系统的输出信号中的稀疏性。通过应用自然观察来设计这种线性变换,即在特殊子空间中包含相邻数据点上的大多数输出​​信号。数值示例显示了揭示稀疏对分段仿射系统识别的有效性。

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