ON RIEMANN-LIOUVILLE INTEGRAL INEQUALITIES VIA QUASI CONVEX WITH RESPECT TO STRICTLY MONOTONE FUNCTIONS

초록

This paper aims to present new estimates of generalized Riemann-Liouville (RL) fractional integrals via an increasing function. A new class of functions containing several convexities is considered in establishing fractional integral inequalities. Some special cases are deduced by considering specific functions. Also, a Hermite-Hadamard inequality is proved for RL fractional integrals of Ξ − (h, ϑ; α)-convex function.

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