[PDF][PDF] Hermite-Hadamard Type Inequalities For The Interval-Valued Harmonically h-Convex Functions Via Fractional Integrals
In this paper, we first present a new definition of convex interval—valued functions which is
called as interval—valued harmonically h—convex functions. Then, we establish some new
Hermite—Hadamard type inequalities for interval—valued harmonically h—convex functions
by using fractional integrals. We also discussed some special cases of our main results.
Finally, a briefly conclusion is given.
called as interval—valued harmonically h—convex functions. Then, we establish some new
Hermite—Hadamard type inequalities for interval—valued harmonically h—convex functions
by using fractional integrals. We also discussed some special cases of our main results.
Finally, a briefly conclusion is given.
Abstract
In this paper, we first present a new definition of convex interval—valued functions which is called as interval—valued harmonically h—convex functions. Then, we establish some new Hermite—Hadamard type inequalities for interval—valued harmonically h—convex functions by using fractional integrals. We also discussed some special cases of our main results. Finally, a briefly conclusion is given.
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