| 多项式矩阵的无穷秩与广义微分算子系统的无穷行为（下） |
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| 引用本文： | 程学建 丁立刚. 多项式矩阵的无穷秩与广义微分算子系统的无穷行为（下）[J]. 包头钢铁学院学报, 1995, 14(3): 5-10 |
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| 作者姓名： | 程学建 丁立刚 |
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| 摘 要： | 多项式矩阵的无穷秩与广义微分算子系统的无穷行为（下）程学建，丁立刚（数学教研室）２广义微分算子多项式矩阵系统能控（观）的ＰＢＨ型条件考虑系统（１）。记定理２．１广义微分算子多项式矩阵系统（１）（１）Ｒ—能控有限；（２）脉冲能控；（３）强能控，有限及证...
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| 关 键 词： | 多项式矩阵 无穷秩 广义微分算子 无穷因子 |
THE INFINITE-RANK OF POLYNOMIAL MATRICES AND BEHAVIOUR IN GENERALIZED DIFFERENTIAL OPERATOR DYNAMICAL SYSTEMS |
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| Cheng Xuejian, Ding Ligang. THE INFINITE-RANK OF POLYNOMIAL MATRICES AND BEHAVIOUR IN GENERALIZED DIFFERENTIAL OPERATOR DYNAMICAL SYSTEMS[J]. Journal of Baotou University of Iron and Steel Technology, 1995, 14(3): 5-10 |
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| Authors: | Cheng Xuejian Ding Ligang |
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| Affiliation: | Cheng Xuejian; Ding Ligang |
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| Abstract: | The infinite-rank of polynomial matrices is defined and it's computation is discussed preliminarily. The PBH form conditions of the(R-,impules,strong) controllability(observability) of the generalized differential operator dynamical systems are got. Secondly,the standard form and the infinite-divisors of polynomial matrices are defined at infinite and some properties are studied for the preceding systems. |
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| Keywords: | Infinite-rank (R- impules strong) controllability(observability) standard form infinite-divisors impules model |
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