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对带滞后的离散扰动奇异系统 ,给出了所有广义特征值位于一个特殊区域内的充分性判据 .该区域的形状没有附加特别限制 (比如圆 ) .当所有特征值按要求限制在稳定区域内时 ,所给出的判据将成为稳定鲁棒性判据 .
For a discrete perturbed singular system with delay, the sufficient criteria of all the generalized eigenvalues in a special region is given. There are no special restrictions on the shape of the region (such as a circle). When all the eigenvalues are limited in the stable region The criterion given will be the criterion of robust stability.