给出一类线性切换系统能控性、能达性的充分必要条件，此类系统的特征是具有相同的系统矩阵和不同的输入矩阵。
The sufficient and necessary condition of controllability and reachability of a class of linear switching systems which has the same systematic matrix and different input matrixes is given.
研究线性切换系统的一致能控、能观和能达性。
The uniform controllability, reachability and observability of linear switched control systems are investigated.
对2—D连续—离散系统的局部能达性与局部能观性作了系统地分析。
The problems of reachability and observability for 2-d continuous-discrete systems are studied.
对于上述两类切换线性系统，分别给出一个例子，并分析系统的能控性和能达性。
Each of the two classes of linear switched systems was illustrated with an example and their controllability and reachability were fully analyzed and discussed.
给出一类线性切换系统能控性、能达性的充分必要条件 ，此类系统的特征是具有相同的系统矩阵和不同的输入矩阵。
The uncertainties of the linear switched systems with polytopic perturbations are formed by a convex combination of several known constant matrixes.
给出一类线性切换系统能控性、能达性的充分必要条件 ，此类系统的特征是具有相同的系统矩阵和不同的输入矩阵。
The uncertainties of the linear switched systems with polytopic perturbations are formed by a convex combination of several known constant matrixes.
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