首页|On the fractional double integral inclusion relations having exponential kernels via interval-valued co-ordinated convex mappings
On the fractional double integral inclusion relations having exponential kernels via interval-valued co-ordinated convex mappings
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NSTL
Elsevier
In the present study, over a rectangle from the plane R-2, we define and develop the conceptions of the interval-valued fractional double integrals having exponential kernels, from which we exploit Hermite- Hadamard, Fejer-Hermite-Hadamard, as well as Pachpatte type inclusion relations regarding the interval-valued co-ordinated convex mappings. These inclusion relations can be viewed as certain substantial gen-eralizations of the previously reported findings. To identify the correctness of the inclusion relations con-structed in this work, we also provide three examples regarding the interval-valued co-ordinated convex mappings. (c) 2022 Elsevier Ltd. All rights reserved.
Fractional double integralsHermite-Hadamard type inclusionsInterval-valued co-ordinated convexmappingsHADAMARD-TYPE INEQUALITIESHERMITE-HADAMARDOPTIMIZATIONFEJER
NSTL
Elsevier
