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# Higher-order sensitivity analysis in nonconvex vector optimization

• This paper deals with higher-order sensitivity analysis in nonconvex vector optimization. By virtue of higher-order adjacent derivatives introduced in (Aubin and Frankowska, Set-valued Analysis, Birkh$\ddot{a}$user, Boston, 1990), relationships between higher-order derivatives of a set-valued map and its profile map are discussed. Some results concerning higher-order sensitivity analysis are obtained in nonconvex vector optimization.
Mathematics Subject Classification: 90C26, 90C31, 49J53.

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