论文标题
一维一阶$ 2 \ times 2 $线性双曲线系统的零可控性和有限的时间稳定
Null controllability and finite-time stabilization in minimal time of one-dimensional first-order $2 \times 2$ linear hyperbolic systems
论文作者
论文摘要
本文的目的是介绍一维一阶$ 2 \ times 2 $线性双曲线系统所需的最小时间和有限的时间稳定。主要技术是表明我们无法获得更好的时间。该证明将后台方法与Titchmarsh卷积定理相结合。
The goal of this article is to present the minimal time needed for the null controllability and finite-time stabilization of one-dimensional first-order $2 \times 2$ linear hyperbolic systems. The main technical point is to show that we cannot obtain a better time. The proof combines the backstepping method with the Titchmarsh convolution theorem.
