On the Construction of Differential Inclusion with Prescribed Integral Funnel

Kh. Guseinov, O. Özer, S. Düzce

Mathematical and Computational Applications(2003)

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摘要
In this article, the inverse problem of the differential inclusion theory is considered. For a given ε > 0 and a given special type set valued map t → V(t), t ∈ [t*, t*], it is required to define differential inclusion such that the Hausdorff distance between the reachable sets of the differential inclusion with initial set (t* , V(t*)) and V(t) would be less than ε for every t ∈ [t*, t*].
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differential inclusion
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