On a New Class of Hermite-Hadamard Inequalities for Composite Inverse Functions

Muhammad Samraiz, Fakhra Nawaz, Shanhe Wu, Sajid Iqbal, Artion Kashuri


The goal of this research is to discover some identities in the general form of the sum of left and right-sided weighted fractional integrals (WFI) of a function concerning to another function.  Using composite convex functions, several fractional Hermite-Hadamard inequalities are derived. The veracity of the inequalities established is demonstrated by drawing graphs of such relationships. Furthermore, our findings generalize a number of previously published outcomes. These findings will aid in the study of fractional differential equations and fractional boundary value problems with unique solutions.


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