Fractional integral inequalities for exponentially preinvex functions via conformable fractional integrals

Puntos clave

• Inequalities established showcase important properties of preinvex functions, enhancing functional analysis.
• Key evidence reveals that specific fractional integrals can significantly influence the behavior of these functions in mathematical spaces.
• Analysis employs conformable fractional integrals, a modern tool in the realm of fractional calculus, to derive key results.
• Study supports existing mathematical frameworks, indicating potential for new applications in optimization and analysis.