Trapezoid-type Inequalities Based on Generalized Conformable Integrals via Co-ordinated $h$-Convex Mappings

In this study, some new trapezoid type inequalities are generalized for $h-$ convex functions in coordinates by means of generalized conformable fractional integrals. For functions with $h-$convex absolute values of their partial derivatives, some new trapezoid type inequalities are obtained using the well-known Holder and Power Mean inequalities. In addition, some findings of this study include some results based on Riemann Liouville fractional integrals.