In this paper we show a property of convex sets with an application to chacacterize inequalities for superadditive functions. This property is expressend in terms of the bipolar of the indicator function.
Inequalities for superadditive functions related to a property of convex sets
VITOLO, Antonio;
1990-01-01
Abstract
In this paper we show a property of convex sets with an application to chacacterize inequalities for superadditive functions. This property is expressend in terms of the bipolar of the indicator function.File in questo prodotto:
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