Methods Using the invariant subspace method.
方法利用不变子空间方法。
In the third chapter, the perturbation of invariant subspace, singular subspaces and deflating subspaces are discussed.
第三章讨论了不变子空间、奇异子空间对和收缩子空间对的扰动。
Recursive invariant subspace is one of the important mathematic tools used in control science and signal processing theory.
循环不变子空间是常用于控制科学和信号处理理论的重要数学工具之一。
Controllability and observability of switching systems are studied by using the characteristics of recursive invariant subspace in this paper.
用循环不变子空间的性质研究了切换系统的能控性和能观测性。
In this paper. We intreoduce the concept of inferior subspace and invariant inferior subspace and also explores some natures of them.
本文给出了次子空间与不变次子空间的概念，并探讨了它们的一些性质。
In this paper. We intreoduce the concept of inferior subspace and invariant inferior subspace and also explores some natures of them.
本文给出了次子空间与不变次子空间的概念，并探讨了它们的一些性质。
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