CODERIVATIVES OF EFFICIENT POINT MULTIFUNCTIONS IN PARAMETRIC VECTOR OPTIMIZATION
Copyright policy )CODERIVATIVES OF EFFICIENT POINT MULTIFUNCTIONS IN PARAMETRIC VECTOR OPTIMIZATION
This paper is concerned with generalized differentiation of the efficient point multifunctions of parametric vector optimization problems in Banach spaces. We give formulae for computing and/or estimating the Fr´echet coderivative (precoderivative) of this multifunction in a broad class of conventional vector optimization problems with the presence of geometric, operator, (finite and infinite) functional constraints. Examples are given to illustrate the obtained results.
90C29, sensitivity analysis, efficient point multifunction, 90C31, Fréchet coderivative, Fréchet normal cone, 49K40, 49J52, parametric vector optimization
90C29, sensitivity analysis, efficient point multifunction, 90C31, Fréchet coderivative, Fréchet normal cone, 49K40, 49J52, parametric vector optimization
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