Sofihara Al Hazmy, Al Azhary Masta
There are at least two types of s-convex functions. This article will only discuss the properties related to the first type of s-convex function, consist of the geometric meaning, monotonicity, continuity, inclusion properties, and Jensen’s inequality. The novelties of this research are the geometric meaning of first type s-convex function, the continuity at 0, inclusion properties of two s-convex function classes on an interval, and necessary and sufficient condition for Jensen’s type equality. All the properties will be proved analitically. © Soc. Paran. de Mat.
Universitas Pendidikan Indonesia, Indonesia
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