Study of a generalized Riemann-Liouville fractional integral via convex functions

Authors : Ghulam FARİD

Pages : 37-48

Doi:10.31801/cfsuasmas.484437

View : 10 | Download : 8

Publication Date : 2020-06-30

Article Type : Research Paper

Abstract : In this paper estimations in general form of sum of left and right  sided Riemann-Liouville insert ignore into journalissuearticles values(RL); fractional integrals for convex functions are  studied. Also some similar fractional inequalities for functions whose deriva tives in absolute value are convex, have been obtained. Associated fractional  integral inequalities provide the bounds of different known fractional inequal ities. These results may be useful in in the study of uniqueness solutions of  fractional differential equations and fractional boundary value problems.
Keywords : Convex function, Fractional integrals, bounds