Generalized fractional Hermite–Hadamard type inequalities for products of two co-ordinated convex mappings

Key Points

• The primary outcome identifies new generalized fractional inequalities, enhancing mathematical framework.
• Key evidence includes comparisons revealing that these inequalities improve traditional Hermite-Hadamard results.
• Observational analysis emphasizes the role of coordinated convex mappings in deriving fractional inequalities.
• This work highlights the need for further exploration of these inequalities in broader mathematical contexts.