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Alternative proofs for improved LMI representations for the analysis and the design of continuous-time systems with polytopic type uncertainty: a predictive approach

机译:具有多主题类型不确定性的连续时间系统的分析和设计,用于改进LMI表示的替代证明:一种预测方法

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摘要

In a previous paper (Jia et al. (2002)), several new linear matrix inequality (LMI) conditions have been obtained to reduce the conservativeness for the analysis and the design of continuous-time systems with polytopic-type uncertainty. The results are quite attractive, but their proofs are technical. The aim of this note is to provide a different route to reach the results. To this end, the concepts of standard /spl epsi/- and /spl lambda/-blocks are introduced and the corresponding equivalent forms are also defined, based on which the improved representations of given linear matrix inequalities can be predicted by replacing directly the standard blocks with their equivalent forms under two newly established exchange criteria, while the correctness of the predicted results can be tested by the well-known projection lemma.
机译:在以前的论文(Jia等人,2002)中,已经获得了一些新的线性矩阵不等式(LMI)条件,以降低用于分析和设计具有多主题类型不确定性的连续时间系统的保守性。结果相当吸引人,但是他们的证明是技术性的。本说明的目的是提供一种不同的途径来获得结果。为此,介绍了标准/ spl epsi /-和/ spl lambda /-块的概念,并定义了相应的等效形式,在此基础上,可以通过直接替换标准来预测给定线性矩阵不等式的改进表示形式。在两个新建立的交换标准下,它们具有等效形式的块,而预测结果的正确性可以通过众所周知的投影引理检验。

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