In this paper, we introduce the generalized left-side and right-side fractional integral
operators with a certain modified ML kernel. We investigate the Chebyshev inequality via …

The main goal of this article is first to introduce a new generalization of the fractional integral
operators with a certain modified Mittag-Leffler kernel and then investigate the Chebyshev …

In this paper, we obtain reverse Minkowski inequalities pertaining to new weighted
generalized fractional integral operators. Moreover, we derive several important special …

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 …

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 …

In this present paper, the basic properties of an extended Mittag-Le er function are studied.
We present some fractional integral and di erential formulas of an extended Mittag-Le er …

The major purpose of this paper is to use the fractional integral operator in terms of extended
generalized Bessel function to estimate new fractional integral inequalities for the extended …

In this paper, we introduce the generalized left-side and right-side fractional integral
operators with a certain modified ML kernel. We investigate the Chebyshev inequality via …

SOME NEW CHEBYSHEV TYPE INTEGRAL INEQUALITIES VIA FRACTIONAL INTEGRAL
OPERATOR WITH EXPONENTIAL KERNEL 1. Introduction In 1882, Page 1 SOME NEW …

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 …