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- W2014095971 abstract "The problem about stabilization of a non-autonomous system with respect to a part of variables by means of Lyapunov functions having a negatively defined lower boundary of derivatives is investigated. A theorem on stabilization of non-autonomous system in a sense of differential inclusions is proved. The theorem obtained extends Arstrein theorem to the case of partial stabilization. The constructive feedback design is proposed for linear in control non-autonomous systems provided that there exists a controlled Lyapunov function with respect to a part of variables. For the case of autonomous systems the theorem on partial stabilization under weaker conditions on Lyapunov function is proved." @default.
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- W2014095971 title "Stabilization of Non-Autonomous Systems with Respect to a Part of Variables by Means of Controlled Lyapunov Functions" @default.
- W2014095971 doi "https://doi.org/10.1615/jautomatinfscien.v32.i10.30" @default.
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