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Bounded Perturbations of Nonlinear Discrete Systems: Estimation of Impact and Minimization

机译:非线性离散系统的有界扰动:影响和最小化的估计

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摘要

The problem of minimizing the impact of bounded perturbations on certain classes of controlled nonlinear discrete systems is solved. The radius of the invariant set, an analog of variance for the perturbations of probabilistic nature, is taken as a measure of the impact. The cases of two-sided linear and nonlinear constraints that form multivalued mappings and also the case in which the nonlinear function has a given estimate of the norm are considered.
机译:解决了最小化界限扰动对某些类控制非线性离散系统的影响的问题。 不变集的半径,作为概率性质扰动的类似方差,作为造成影响的量度。 考虑了多向映射的双面线性和非线性约束的情况以及非线性函数具有给定规范的给定估计的情况。

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