Iram Shabbir

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On Fractional Integral Inequalities of Riemann Type for Composite Convex Functions and Applications

Apr 22, 2023 | mdpi.com | Muzammil Mukhtar |Iram Shabbir |Muhammad Samraiz |Miguel Vivas-Cortez

Abstract:In this study, we apply fractional calculus on certain convex functions and derive many novel mean-type inequalities by employing fractional calculus and convexity theory. In order to investigate fractional mean inequalities, we first build an identity in this study. Then, with its help, we derive many mean-type inequalities and estimate the error of HH inequality using a generalized version of RL-fractional integrals and certain classes of convex functions.
Novel Mean-Type Inequalities via Generalized Riemann-Type Fractional Integral for Composite Convex Functions: Some Special Examples

Feb 10, 2023 | mdpi.com | Muhammad Yaqoob |Muhammad Samraiz |Muzammil Mukhtar |Iram Shabbir

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