摘要
研究离散事件动态系统的能观性与对偶原理,用极大代数上方程唯一解的引理得到了完全能观性的新判据,由此给出了著名的对偶原理;提出能观维数的新概念,得到了维数对偶原理:并分析了完全能观状态集的结构。
Observability and dual principle of Discrete Event Dynamic Systems are studied. By Lemma of u-nique solution of equation over max -algebra the new criterias of completely observability are obtained. From these new criterias famous dual principle is given. New concept on observable dimension is presented. Fur-thermore dual principle on dimension is obtained. The construction of the set of completely observable states is also analysed.
出处
《控制与决策》
EI
CSCD
北大核心
1997年第3期198-202,共5页
Control and Decision
基金
国家自然科学基金
关键词
DEDS
离散系统
完全能观性
能观维数
discrete event dynamic systems, completely observability, observable dimension, dual principle
