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Characterization of Solution Sets of Quasiconvex Programs |
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| Authors: | Penot J.P. |
| Affiliation: | (1) Laboratory of Applied Mathematics, Faculty of Sciences, University of Pau, Pau, France |
| Abstract: | We examine to what extent one can provide characterizations of the sets of solutions to quasiconvex programs using adapted subdifferentials which generalize known characterizations in the convex case. |
| Keywords: | Generalized convexity invexity optimality conditions programming problem quasiconvex function solutions sub- differentials |
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