On Error Bounds for Milne-Mercer type inequalities through differentiable s-convex functions

<span>This study presents Milne-Mercer-type inequalities for a specific integral connected to differentiable </span><em>s</em><span>-convex functions using conformable fractional operators. Furthermore, we introduce novel findings that extend and generalize specific known inequalities in current literature. We examine additional cases where the derivative functions are both Lipschitzian and bounded.</span>