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Optimality conditions for an exhausterable function on an exhausterable set

By Majid Abbasov
Exhausters are families of convex compact sets that allow one to represent directional derivative of the studied function at the considered point in the form of InfMax or SupMin of linear functions. Functions for which such a representation is valid we call exhausterable. The class of these functions is quite... Show more
February 23, 2019
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Optimality conditions for an exhausterable function on an exhausterable set
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