Výsledky vyhledávání - limiting Fréchet coderivatives*

Calmness of efficient solution maps in parametric vector optimization Autor Chuong, T. D., Kruger, A. Y., Yao, J.-C.

“… More explicitly, new sufficient conditions in terms of the Fréchet and limiting coderivatives of parametric multifunctions for this efficient solution map to have the…”
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Optimality conditions and duality in nonsmooth multiobjective optimization problems Autor Chuong, Thai Doan, Kim, Do Sang

“… for the Fréchet subdifferential, the sum rule for the limiting subdifferential and the scalarization formulae of the coderivatives, we establish necessary conditions for (weakly…”
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Codifferential Calculus Autor Li, Shengjie, Penot, Jean-Paul, Xue, Xiaowei

“… We first establish inclusions for contingent, Fréchet and limiting coderivatives. Combining them, we get equality rules…”
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Formulas for Calculating Generalized Differentials with Respect to a Set and Their Applications Autor Thinh, Vo Duc, Qin, Xiaolong, Yao, Jen-Chih

“…This paper provides formulas for calculating Fréchet and limiting normal cones with respect to a set of sets and the limiting coderivative with respect to a set of set-valued mappings…”
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Strong metric subregularity of mappings in variational analysis and optimization Autor Cibulka, R., Dontchev, A.L., Kruger, A.Y.

“…Although the property of strong metric subregularity of set-valued mappings has been present in the literature under various names and with various…”
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Qualification Conditions for Calculus Rules of Coderivatives of Multivalued Mappings Autor Jourani, A, Thibault, L

“…This paper establishes by a general approach a full calculus for the limiting Fréchet and the approximate coderivatives of multivalued mappings…”
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Subgradient of distance functions with applications to Lipschitzian stability Autor Mordukhovich, Boris S., Nam, Nguyen Mau

“… We derive various relationships between Frechet-type subgradients and limiting (basic and singular) subgradients of this distance function and corresponding generalized normals to sets and coderivatives of set-valued mappings…”
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