Some new fractional corrected Euler-Maclaurin type inequalities for function whose second derivatives are s-convex function

A Munir, M Vivas-Cortez, A Qayyum… - … of Dynamical Systems, 2024 - Taylor & Francis
Fractional integrals and inequalities have gained a lot of attention in recent years. By
introducing innovative analytical approaches and applications, and by applying these …

Some New Estimations of Left and Right Interval Fractional Pachpatte's Type Integral Inequalities via Rectangle Plane

AS Alshehry, L Ciurdariu, Y Saber, AF Soliman - Axioms, 2024 - mdpi.com
Inequalities involving fractional operators have been an active area of research, which is
crucial in establishing bounds, estimates, and stability conditions for solutions to fractional …

New Extension in Ostrowski's Type Inequalities by Using 13-Step Linear Kernel

M Maaz, M Muawwaz, U Ali, M Faiz… - Advances in Analysis …, 2024 - advmath.org
In this paper, we present an extantion of Ostrowski's inequalities by using newly derived
identity. With the help of this inequality, we build up new results for y'∈ L 1, ý'∈ L 2, and ý''∈ …

Right Quantum Calculus on Finite Intervals with Respect to Another Function and Quantum Hermite–Hadamard Inequalities

A Cuntavepanit, SK Ntouyas, J Tariboon - Axioms, 2024 - search.proquest.com
In this paper, we study right quantum calculus on finite intervals with respect to another
function. We present new definitions on the right quantum derivative and right quantum …

Investigating synchronous function inequalities and exponential kernel-based fractional calculus in population dynamics

M Muddassar, MQ Dar - Adv. Inequal. Appl., 2025 - scik.org
The present paper is focused on develo** Chebyshev-type inequalities using the
fractional-order integrals with exponential kernels. We obtain new comparison results for …

[PDF][PDF] A study of Milne-type inequalities for several convex function classes with applications

A Munira, A Qayyumb, H Budakc, I Faizd, H Karac… - Filomat, 2024 - pmf.ni.ac.rs
Fractional integral operators have indeed been the subject of significant research in various
mathematical and scientific disciplines over the past few decades. The main aim of this …