On inequalities of Simpson's type for convex functions via generalized fractional integrals

Fractional calculus and applications have application areas in many different fields such as physics, chemistry, engineering well mathematics. The of arithmetic carried out classical analysis fractional is very important terms obtaining more realistic results the solution problems. In this study, we prove an identity involving generalized integrals by using differentiable functions. By utilizing identity, obtain several Simpson’s type inequalities for functions whose derivatives absolute value are convex. Finally, present some new special cases our main results.