Abstract The celebrated Hermite–Hadamard and Ostrowski type inequalities have been
studied extensively since they have been established. We find novel versions of the Hermite …

In this study, using power‐mean inequality and improved power‐mean integral inequality
better approach than power‐mean inequality and an identity for differentiable functions, we …

New Upper and Lower Bounds for the Trapezoid Inequality of Absolutely Continuous Functions
and Applications Page 1 Konuralp Journal of Mathematics, 7 (2) (2019) 319-323 Konuralp …

Dual Simpson Type Inequalities for Functions Whose Absolute Value of the First Derivatives
are Preinvex Page 1 Konuralp Journal of Mathematics, 10 (1) (2022) 73-78 Konuralp …

We use the definition of a fractional integral operators, recently introduced by Katugampola,
to establish a parameterized identity associated with differentiable mappings. The identity is …

In this paper, using Hölder-İşcan and improved power-mean integral inequalities and
together with an integral identity, we obtain Hadamard type inequalities for functions whose …

A Weighted Companion of Ostrowski-Midpoint Inequality for Mappings of Bounded
Variation Page 1 Konuralp Journal of Mathematics, 7 (2) (2019) 337-343 Konuralp Journal …

Trigonometric P-function is defined as a special case of h-convex function. In this article, we
used a general lemma that gives trapezoidal, midpoint, Ostrowski, and Simpson type …

By applying exponential type m-convexity, the Hölder inequality and the power mean
inequality, this paper is devoted to conclude explicit bounds for the fractional integrals with …

In this manuscript, we introduce and study the concept of (m1, m2)-GG convex functions and
some algebraic properties of them. In addition, we obtain Hermite-Hadamard type …