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Abstract
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In this article, we provide constraints for the sum by employing a generalized modified
form of fractional integrals of Riemann-type via convex functions. The mean fractional inequalities
for functions with convex absolute value derivatives are discovered. Hermite–Hadamard-type
fractional inequalities for a symmetric convex function are explored. These results are achieved using
a fresh and innovative methodology for the modified form of generalized fractional integrals. Some
applications for the results explored in the paper are briefly reviewed.
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