Higher-Order Optimality Conditions and Higher-Order Tangent Sets
Résumé
We present a simple approach to an analysis of higher order approximations to sets and functions. The objects we study are not of a specific order; they include objects of order 2 and m with m not necessarily an integer. We deduce from these concepts optimality conditions of higher order and we establish some calculus rules.
Origine : Publication financée par une institution
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