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Note on generalized convex functions
Authors:Y. Tanaka
Affiliation:(1) Department of Applied Mathematics and Physics, Faculty of Engineering, Kyoto University, Kyoto, Japan
Abstract:In this note, an important class of generalized convex functions, called invex functions, is defined under a general framework, and some properties of the functions in this class are derived. It is also shown that a function is (generalized) pseudoconvex if and only if it is quasiconvex and invex.
Keywords:Generalized convexity  global minima  nonsmooth nonconvex functions
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