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Some Integral Inequalities Involving Exponential Type Convex Functions and Applications

Muhammad Tariq Muhammad Tariq, Hijaz Ahmad, Soubhagya Kumar Sahoo, Jamshed Nasir

Abstract: In this present case, we focus and explore the idea of a new family of convex function namely exponentialtype m–convex functions. To support this newly introduced idea, we elaborate some of its nice algebraicproperties. Employing this, we investigate the novel version of Hermite–Hadamard type integral inequality.Furthermore, to enhance the paper, we present several new refinements of Hermite–Hadamard (H−H) inequality.Further, in the manner of this newly introduced idea, we investigate some applications of specialmeans. These new results yield us some generalizations of the prior results in the literature. We believe, themethodology investigated in this paper will further inspire intrigued researchers.
Keywords: convex functions / Hadamard / Hermite / exponentialtype / themethodology / inequality.Furthermore / believe / nice

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