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Relay control of an evolution process in a Banach space in a neighborhood of an unstable stationary regime

机译:不稳定平稳状态附近Banach空间中演化过程的中继控制

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摘要

We study a controlled evolution process whose states are characterized by points of a real Banach space and which is described by a family of semigroups in a neighborhood of an unstable stationary regime. The goal is to find control to keep the state of the process however long in the neighborhood. We find conditions under which this control is possible, and prove an existence theorem. Also, we apply the theorem to the processes described by systems of parabolic differential equations.
机译:我们研究了受控演化过程,其状态以真实的Banach空间的点为特征,并由不稳定平稳状态附近的半族族描述。目标是找到控制以保持进程状态在邻居中无论多长时间。我们找到了可以进行这种控制的条件,并证明了存在性定理。同样,我们将定理应用于抛物型微分方程系统所描述的过程。

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