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Unbiased bilinear subspace system identification methods

机译:无偏双线性子空间系统辨识方法

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Several subspace algorithms for the identification of bilinear systems have been proposed recently. A key practical problem with all of these is the very large size of the data-based matrices which must be constructed in order to `linearise' the problem and allow parameter estimation essentially by regression. Another shortcoming of currently known subspace algorithms for bilinear systems is that the results are biased for most input signals. This paper focuses on the cause of this bias. A conceptual algorithm which can achieve unbiased estimation under less restrictive assumptions on the system and input signals is presented. It is pointed out that one combination of an existing algorithm and particular conditions on the input is an instance of this conceptual algorithm. Also, the conceptual algorithm may shed light on the trade-off between accuracy and computational complexity which has been noted in our earlier work.
机译:最近已经提出了几种用于识别双线性系统的子空间算法。所有这些关键的实际问题是必须构建非常大的基于数据的矩阵,以使问题“线性化”并实质上允许通过回归进行参数估计。当前已知的用于双线性系统的子空间算法的另一个缺点是,对于大多数输入信号而言,结果是有偏差的。本文着重于这种偏见的原因。提出了一种概念性算法,该算法可以在对系统和输入信号的限制较少的假设下实现无偏估计。要指出的是,现有算法和输入上的特定条件的一种组合是该概念算法的一个实例。同样,概念性算法可以阐明准确性和计算复杂性之间的折衷,这在我们之前的工作中已经注意到。

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