Some new $k$fractional trapeziumlike integral inequalities via generalized relative
semi$(r;m,h_{1},h_{2})$preinvex mappings and applications
A. Kashuri, M. Adil Khan, R. Liko
In this article, we first presented a new general identity concerning differentiable mappings defined on
$m$invex set via $k$fractional integrals. By using the concept of generalized relative semi$(r;m,h_{1},h_{2})$preinvexity
and the obtained identity as an auxiliary result, some new estimates with respect to trapeziumlike integral inequalities
via $k$fractional integrals are established. It is pointed out that some new special cases can be deduced from main results of
the article. Applications to special means for trapeziumlike integral inequalities via
$k$fractional integrals are provided as well.
Tbilisi Mathematical Journal, Vol. 12(3) (2019), pp. 119
