Some parameterized Hermite-Hadamard and Simpson type inequalities for
co-odinated convex functions
AbstractIn this paper, we first obtain an identity for twice partially
differentiable mappings involving some parameters. Moreover, by
utilizing this identity and functions whose twice partially derivatives
in absolute value are co-ordinated convex, we establish some
inequalities which generalize several inequalities, such as trapezoid,
midpoint and Simpson's inequalities.