We introduce a class of generalized convex vector valued functions, named K-quasiconnected functions, that contains, as a special case, the classical K-quasiconvex functions. The main results concerns the well-posedness of K-quasiconnected problems: moreover, under strict K-quasiconnectedness, we obtain the well-posedness of weak solutions.

Miglierina, E., Molho, E., Generalized convexity and well-posedness in vector optimization, in Recent advances in optimization, (Varese, 13-14 June 2002), datanova, Milano 2003:- 131-138 [http://hdl.handle.net/10807/1452]

Generalized convexity and well-posedness in vector optimization

Miglierina, Enrico;
2003

Abstract

We introduce a class of generalized convex vector valued functions, named K-quasiconnected functions, that contains, as a special case, the classical K-quasiconvex functions. The main results concerns the well-posedness of K-quasiconnected problems: moreover, under strict K-quasiconnectedness, we obtain the well-posedness of weak solutions.
Inglese
Recent advances in optimization
Recent Advances in Optimization
Varese
13-giu-2002
14-giu-2002
88 86988 48 6
Miglierina, E., Molho, E., Generalized convexity and well-posedness in vector optimization, in Recent advances in optimization, (Varese, 13-14 June 2002), datanova, Milano 2003:- 131-138 [http://hdl.handle.net/10807/1452]
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/10807/1452
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