Research illustrates new inequalities for the product of two LR-convex interval-valued functions, suggesting advancements in fractional integral calculus.
In this research, new Hermite-Hadamard-type inequalities are obtained for the product of two LR-convex intervalvalued functions utilizing fractional conformable integrals. Specific parameter choices are employed to generalize existing results and to acquire new findings in the field. Examples are provided to illustrate the truth of the established inequalities, and graphical representations are included to support the understanding of these examples further.
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Ustaoğlu et al. (2025) studied this question.
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