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研究了一类具有时变区间参数的不确定随机线性系统的均方鲁棒稳定性.利用时变区间矩阵的分解技术、矩阵的Kronecker积的性质和Lyapunov函数法,得到了该系统均方鲁棒稳定的几个充分性条件.通过一个数值例子说明了所得的这些充分性条件的有效性和实用性.
The mean square robust stability of a class of uncertain stochastic linear systems with time-varying interval parameters is studied. By using the decomposition technique of time-varying interval matrixes, the properties of Kronecker product of matrices and the Lyapunov function method, Several sufficient conditions for the stability of the rod are presented. The numerical results show the validity and practicability of the sufficiency conditions obtained.