THE MULTI-PARAMETER FRACTAL–FRACTIONAL INEQUALITIES FOR FRACTAL -CONVEX FUNCTIONS
X Yuan, H Budak, T Du - Fractals, 2024 - World Scientific
Local fractional calculus theory and parameterized method have greatly assisted in the
advancement of the field of inequalities. To continue its enrichment, this study investigates …
advancement of the field of inequalities. To continue its enrichment, this study investigates …
On Hermite–Hadamard-Type Inequalities for Functions Satisfying Second-Order Differential Inequalities
Hermite–Hadamard inequality is a double inequality that provides an upper and lower
bounds of the mean (integral) of a convex function over a certain interval. Moreover, the …
bounds of the mean (integral) of a convex function over a certain interval. Moreover, the …
PROPERTIES AND 2 α ̃-FRACTAL WEIGHTED PARAMETRIC INEQUALITIES FOR THE FRACTAL (m, h)-PREINVEX MAPPINGS
X Zhang, Y Zhou, T Du - Fractals, 2023 - World Scientific
The fractal (m, h)-preinvex map**s are put forward and their properties are investigated
firstly. Meanwhile, some fractal Hermite–Hadamard-type (HH) and Fejér–Hermite …
firstly. Meanwhile, some fractal Hermite–Hadamard-type (HH) and Fejér–Hermite …
[HTML][HTML] Some Estimates for Certain q-analogs of Gamma Integral Transform Operators
The aim of this work is to examine some q-analogs and differential properties of the gamma
integral operator and its convolution products. The q-gamma integral operator is introduced …
integral operator and its convolution products. The q-gamma integral operator is introduced …
Certain Class of Close-to-Convex Univalent Functions
The purpose of this paper was to define a new class of close-to-convex function, denoted by
CV (δ, α), which is a subclass of all functions that are univalent in D and have positive …
CV (δ, α), which is a subclass of all functions that are univalent in D and have positive …
[PDF][PDF] ERROR BOUNDS OF NEWTON-COTES QUADRATURE RULES INVOLVING AT MOST FIVE POINTS VIA EXTENDED s-CONVEXITY
B MEFTAH, C MENAI - Turkish J. Ineq, 2024 - t**equality.com
BADREDDINE MEFTAH1 AND CHAIMA MENAI1 Abstract. In this paper, we propose a new
parametrized integral identity that spans several quadrature formulas. Based on this …
parametrized integral identity that spans several quadrature formulas. Based on this …
Existence and Uniqueness Results of Fractional Differential Inclusions and Equations in Sobolev Fractional Spaces
In this work, by using the iterative method, we discuss the existence and uniqueness of
solutions for multiterm fractional boundary value problems. Next, we examine some …
solutions for multiterm fractional boundary value problems. Next, we examine some …