摘要
本文对大型时变区间矩阵的稳定性进行了研究,给出了具有分解的时变大型区间矩阵稳定的充分条件,这些条件不仅适合于有界大型时变区间矩阵的情形,而且更重要的是它们能适合于无界的情形,作为特例得到了时变区间矩阵稳定性的代数判据,这些判据推广和改进了孙继涛的最近结果。
in this paper, we vesearch stability of time-varing Large-Scale interval matrix decomposed the Sufficient Conditions (i. e. the algebraic citeria)of stability about time-Varying Large-Scale interval matrix decomposed and interval matrix are obtacned those theorems of this paper extend and improved Sunjitao's recent paper's。
关键词
时变区间矩阵
稳定性
充分条件
ime-Varying interval matrix
stability
Sufficient Condition