Some inequalities of Jensen type and Lazhar type for the class of harmonically and strongly reciprocally convex functions

Abstract:

In recent years, new classes of convex functions have been introduced in order to generalize the results and to obtain new estimations, in [12], Iscan gave the definition of harmonically convex functions and in [2] Bracamonte et al. extended the concept of harmonically convex functions due to Iscan, and obtained the concept of strongly reciprocally convex functions. We give some inequalities of Jensen type and Lazhar type for the class of harmonically and strongly reciprocally convex functions.

Año de publicación:

2017

Keywords:

• Jensen type inequalities
• Harmonically convex functions
• Lazhar type inequalities

Fuente:

scopus

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