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The Application of Linear Algebra Algorithm in the Production of Linear Matrix Inequalities

机译:线性代数算法在线性矩阵不等式生产中的应用

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摘要

Discusses the theory and symbolic of the algorithm gives another potential application, but also in the system and control. For example, for the question, has made with special structure, but LMI problem data, may cause factorizations LMI more compact. One can even imagine using the algorithm around, looking for the opportunity to LMI automatic eliminate variables, so simplify problem solving, before they get a lot of influence and a potential solutions. We describe theory, the algorithm can be used to factor in the non commuting variable polynomial matrix and application system switches and control problem into a linear matrix inequality.
机译:讨论算法的理论和象征性给出了另一个潜在的应用,而且还在系统和控制中。例如,对于问题,已经采用特殊结构,但LMI问题数据,可能导致归属量LMI更紧凑。人们甚至可以想象使用算法,寻找机会LMI自动消除变量,因此简化了解决问题,在他们得到了很大的影响和潜在的解决方案之前。我们描述了理论,该算法可用于将非通勤变量多项式矩阵和应用系统切换和控制问题分解为线性矩阵不等式。

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