New Generalizations for Convex Functions via Conformable Fractional Integrals

Alper Ekinci, Nazlıcan Eroğlu


Main goal of this study is to obtain conformable analogues of some
inequalities and to examine some integral inequalities for functions whose
modulus of first derivatives are convex. We obtain generalizations including conformable fractional integrals by dividing [a,b] interval to j equal subintervals.


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