Noureddine Azzouz, Bouharket Benaissa, Ahmed Bensedik

Some Generalizations of Integral Inequalities and Their Conformable Fractional Integral Versions

The aim of this paper is to present new integral inequalities by using a power $\beta$ and a weight function satisfying some hypothesis, in particular, in the case of monotone functions. On the other hand, we derive new versions of integral inequalities with conformable fractional calculus for $\beta=1$.

Mathematics Subject Classification: 26D10, 26A51, 26D15

Key words and phrases: Conformable fractional, Minkowski's inequality, monotone function