用于离散事件系统研究的代数方法（四）
ALGEBRAIC METHOD USED FOR DISCRETE EVENT SYSTEM STUDY
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摘要: 和传统的控制理论一样，系统渐近行为的分析是可从自治系统 x=Ax 的特征值与特征向量的研究中得到．定义9．1（特征值与特征向量）对于矩阵 A（γ，δ），如果存在一非零多项式向量 x（γ，δ）及二整数m，n，满足x（γ，δ）=A（γ，δ）x（γ，δ）（modγnδm）则此二整数比 λ=m/n 为其特征值，而 x（γ，δ）为其特征向量．Abstract: Dioid theory(max algebra et al)is an important method of studing discrete event system.It has laid a foundation for further study,because not only it can describe the operational processes in detail but also a set of the"Linear" Discrete-Event Dynamic System theory has been developed.This paper emphasizes the introduction tothe theoretic basis of corresponding algebraic method and its new developments.
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