## Discussiones Mathematicae: Differential inclusions, control and optimization, Volume 22 |

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### Contents

Benchohra and S K Ntouyas | 5 |

R Bader B D Gelman M Kamenskii and V Obukhovskii | 17 |

Ginchev and A Hoffmann | 33 |

Copyright | |

16 other sections not shown

### Common terms and phrases

a.e. t G admissible controls assume Banach space bounded subset clconv closed graph closed subset compact set consider continuous function continuous selection Control and Optimization convergence convex set convex subset Corollary defined delay differential equations differential inclusions evolution inclusion evolution operator existence of solutions finite Fix(C fixed point theorem Hence Hilbert space hold impulsive systems inequality Lebesgue measure Lemma lim sup linear operator Lipschitz lower semicontinuous Math Mathematics Subject Classification MC(J measurable partition metric space multivalued map N.U. Ahmed neutral delay differential notation obtain obtuse cone optimal control oscillation criteria parametric projection Polish space projection methods Proof properties Proposition prove random processes residual selection RS(a sequence sigma algebra solution of 1.1 solution set subgradient Suppose test problem Theorem Theorem 2.5 topological space upper semicontinuous values variation vector measures weakly compact weakly measurable