Generalized Convexity, Functional Hulls and Applications to Conjugate Duality in Optimization

Author:

Singer Ivan

Publisher

Springer Berlin Heidelberg

Reference34 articles.

1. E.J. Balder, An extension of duality-stability relations to non-convex optimization problems. SIAM J. control Qptim. 15 (1977), 329–343.

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3. J.-P. Crouzeix, contributions à l’étude des fonctions quasi-convexes. Thèse, université de Clermont, 1977.

4. J.-P. Crouzeix, Continuity and differentiability properties of quasi-convex functions on Rn. In: Generalized concavity in optimization and econonics. Proc. Adv. Study Inst., Vancouver, August 1980, 109-130. Academic press, New York-London, 1981.

5. L. Danzer, B. Grünbaum and V. Klee, Helly’s theorem and its relatives. In: Convexity. proc. Symposia pure Math. 7, 101-180. Amer. Math. Soc., Providence, 1963.

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