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On controllability of homogeneous and inhomogeneous discrete-time multi-input bilinear systems in dimension two

机译:关于尺寸两种均匀和不均匀离散时间多输入双线性系统的可控性

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摘要

In this paper, the controllability problem of two-dimensional discrete-time multi-input bilinear systems is completely solved. The homogeneous and the inhomogeneous cases are studied separately and necessary and sufficient conditions for controllability are established by using a linear algebraic method, which are easy to apply. Moreover, for the uncontrollable systems, near-controllability is considered and similar necessary and sufficient conditions are also obtained. Finally, examples are provided to demonstrate the results of this paper.
机译:本文完全解决了二维离散时间多输入双线性系统的可控性问题。 通过使用易于施加的线性代数方法,分别研究均匀和不均匀壳体,并且可以通过使用线性代数方法来确定可控性的充分条件。 此外,对于无法控制的系统,考虑近可控性并且也获得了类似的必要和充分的条件。 最后,提供了示例以证明本文的结果。

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