In this paper, firstly we prove an integral identity that one can derive
several new equalities for special selections of n from this identity:
Secondly, we established more general integral inequalities for functions
whose second derivatives of absolute values are GA-convex functions based
on this equality.
In this article, the hermite hadamard inequality for (h,m)-convex and
s-convex functions is established by using tempered fractional
integrals. And some integral inequalities related to the right and left
inequality of the hermit hadamard for tempered fractional integrals are
proved.
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