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Conformable Fractional Calculus of Vector Valued Functions of Several Variables
Missouri Journal of Mathematical Sciences, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Conformable Fractional Calculus on Fuzzy Logic
2021In this article, we present a new general definition of fuzzy conformablefractional derivative and fractional integral, that depends on an unknownkernel. We will get some new applications with the help of this concept.
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REVIEW OF THE CONFORMABLE CALCULUS AND SOME APPLICATIONS
The most important characteristics of conformable integrals and derivatives have recently been explored in the literature [1][2]. In this work, we delve into the newly emerging field of fractional calculus, with a particular focus on the novel class of fractional derivatives known as conformable fractional derivatives.A.AIT BRAHIM, null KHILAL, A.EL HAJAJI
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Hardy’s Type Inequalities via Conformable Calculus
2019In this chapter, we establish some inequalities of Hardy and Leindler type and their converses via conformable calculus with weighted functions. As applications, we obtain some classical integral inequalities as special cases.
S. H. Saker, M. R. Kenawy, D. Baleanu
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The calculus of conformal metrics
2007Suppose that \(R_1,R_2\) are Riemann surfaces, each endowed with a conformal metric. Let \(f:R_1\to R_2\) be a locally one-to-one holomorphic map. Minda and Peschl invented a kind of derivative of \(f\) which depends on the conformal metrics. The author gives an explicit formula relating this derivative to the Leci-Civita connection.
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Some New Bennett–Leindler Type Inequalities via Conformable Fractional Nabla Calculus
Symmetry, 2022H M Rezk, Ghada Alnemer, M Zakarya
exaly
Conformable Dynamic Calculus on Time Scales
2020Douglas R. Anderson, Svetlin G. Georgiev
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Controlled homeodynamic concept using a conformable calculus in artificial biological systems
Chaos, Solitons and Fractals, 2020Rabha W Ibrahim
exaly
New integral operators for conformable fractional calculus with applications
Journal of Interdisciplinary Mathematics, 2022Mohamed Bezziou, Zoubir Dehmani
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