Bounded Real Lemma for Generalized Linear System with Finite Discrete Jumps |
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Authors: | HE Li-ming YANG Xiao-jun WENG Zheng-xin |
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Affiliation: | Dept. of Automation,Shanghai Jiaotong Univ.,Shanghai 200030,China |
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Abstract: | The strict bounded real lemma for linear system with finite discrete jumps was considered. Especially,the case where D matrices in the system are not assumed to be zero was dealt. Several versions of the bounded real lemma are presented in terms of solution to Riccati differential equations or inequalities with finite discrete jumps.Both the finite and infinite horizon cases are considered. These results generalize the existed bounded real lemma for linear systems. |
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Keywords: | bounded real lemma sampled-data systems Riccati equations |
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