k-Fractional Extension of h-Hadamard Integrals and Derivatives

In this paper, we present a generalization types of the h-Hadamard integrals and derivatives parameterized by k. The h-Hadamard integrals and derivatives are themselves generalizations of the Hadamard integrals and derivatives, defined in relation to a continuous function h. We have also developed t...

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Vydáno v:Journal of Al-Qadisiyah for Computer Science and Mathematics Ročník 17; číslo 3
Hlavní autoři: Talib Khathem, Sajad, Hamza Geem, Methaq
Médium: Journal Article
Jazyk:angličtina
Vydáno: 30.09.2025
ISSN:2074-0204, 2521-3504
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Abstract In this paper, we present a generalization types of the h-Hadamard integrals and derivatives parameterized by k. The h-Hadamard integrals and derivatives are themselves generalizations of the Hadamard integrals and derivatives, defined in relation to a continuous function h. We have also developed the concepts of k-gamma and k-beta, which correlate with the definitions of k-fractional h-Hadamard integrals and derivatives. The paper includes various theorems, propositions, properties, and illustrative examples
AbstractList In this paper, we present a generalization types of the h-Hadamard integrals and derivatives parameterized by k. The h-Hadamard integrals and derivatives are themselves generalizations of the Hadamard integrals and derivatives, defined in relation to a continuous function h. We have also developed the concepts of k-gamma and k-beta, which correlate with the definitions of k-fractional h-Hadamard integrals and derivatives. The paper includes various theorems, propositions, properties, and illustrative examples
Author Hamza Geem, Methaq
Talib Khathem, Sajad
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