Fractional Versions of Hadamard-Type Inequalities for Strongly Exponentially (α, h - m)-Convex Functions

In this article, we prove some fractional versions of Hadamard-type inequalities for strongly exponentially (alpha, h - m)-convex functions via generalized Riemann-Liouville fractional integrals. The outcomes of this paper provide inequalities of strongly convex, strongly m-convex, strongly s-convex, strongly (alpha, m)-convex, strongly (s, m)-convex, strongly (h - m)-convex, strongly (alpha, h - m)-convex, strongly exponentially convex, strongly exponentially m-convex, strongly exponentially s-convex, strongly exponentially (s, m)-convex, strongly exponentially (h - m)-convex, and exponentially (alpha, h - m)-convex functions. The error estimations are also studied by applying two fractional integral identities.