Some New Versions of Fractional Inequalities for Exponential Trigonometric Convex Mappings via Ordered Relation on Interval-Valued Settings

This paper’s main goal is to introduce left and right exponential trigonometric convex interval-valued mappings go over some of their important characteristics. Additionally, we demonstrate the Hermite–Hadamard inequality for functions by utilizing fractional integrals with kernels. Moreover, use idea show various findings midpoint- Pachpatte-type inequalities. that results provided in this paper are expansions several already demonstrated prior publications The suggested research generates variants applicable conducting in-depth analyses fractal theory, optimization, challenges practical domains, such as computer science, quantum mechanics, physics.