Inequalities for strongly convex functions via Atangana-Baleanu Integral Operators Page 1
TURKISH JOURNAL OF SCIENCE VOLUME 6, ISSUE 2, 96–109 ISSN: 2587–0971 http:/dergipark.gov.tr/tjos …

In this work, the notion of a multiplicative harmonic convex function is examined, and
Hermite–Hadamard inequalities for this class of functions are established. Many inequalities …

The inequality of Popoviciu, which was improved by Vasić and Stanković (Math. Balk. 6: 281-
288, 1976), is generalized by using new identities involving new Green's functions. New …

In this paper, we defined and studied the concept of exponential type multiplicatively convex
functions and some of their algebraic properties. We derived Hermite-Hadamard inequalities …

Fractional integral operators, which form strong links between fractional analysis and
integral inequalities, make unique contributions to the field of inequality theory due to their …

We obtained useful identities via Fink's identity, by which the inequality of Popoviciu for
convex functions is generalized for higher order convex functions. We investigate the …

The main motivation of this study is to bring together the field of inequalities with fractional
integral operators, which are the focus of attention among fractional integral operators with …

We formulate new identities involving new Green functions. Inequality of Popoviciu, which
was improved by Vasić and Stanković (1976), is generalized by using newly introduced …

This paper focuses on introducing and examining the class of generalized strongly n-
polynomial convex functions. Relationships between these functions and other types of …

In this work, we establish new integral inequalities of Hermite–Hadamard type, within the
framework of generalized integrals, which contain the Riemann–Liouville fractional integrals …