Optimal estimations of practical stability for right parts of differential inclusions

Authors

  • F. G. Garashchenko
  • V. V. Pichkur

Abstract

The problem of practical stability for the right parts of differential inclusions is investigated. Optimal estimations are analysed on the basis of the properties of the optimal by inclusion set. For linear differential inclusions criteria are established and estimations in concrete classes of right parts and convex phase constrains are obtained.

Author Biographies

F. G. Garashchenko

Garashchenko F.G.

V. V. Pichkur

Pichkur V.V.

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Issue

No. 1 (2004)

Section

Methods of optimization, optimum control and theory of games

License

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