Inequalities presenting error bounds for trapezoidal formula using Caputo-Fabrizio integrals via convex functions with graphical depiction

This paper accomplishes some new Hermite-Hadamard type inequalities for (α, s, m)-convex functions in the context of Caputo-Fabrizio integrals.We establish this new version with the aid of H ölder and power-mean inequalities.Applications to obtained results are given by special means.Furthermore, errors are estimated for the trapezoidal formula and are graphically depicted.Finally, some bounds for the expectation value of the probability density function (which is (α, s, m)-convex) are obtained using the exponential population growth model.