Results 101 to 110 of about 9,880 (171)

Quantum symmetric analysis of interval-valued mappings based on generalized Hukuhara differences

The primary aim of this investigation is to examine the quantum symmetric differentiability and anti-derivative charac-teristics of interval-valued (I.V.) mappings utilizing generalized Hukuhara differences. Initially, we present the concepts of the I.V.
Stoenoiu, CE, Awan, Muhammad Uzair, Dragomir, Sever S, Javed, Muhammad Zakria, Iluțiu-Varvara, DA, Jäntschi, L   +5 more
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A generalization of Hukuhara difference for interval and fuzzy arithmetic [PDF]

We propose a generalization of the Hukuhara difference. First, the case of compact convex sets is examined; then, the results are applied to generalize the Hukuhara difference of fuzzy numbers, using their compact and convex level-cuts.
Luciano Stefanini
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Spectral Vieta–Lucas Projection Method for Neutral Fuzzy Fractional Functional Differential Equations: Theory and Well-Posedness

Axioms
This work investigates a sophisticated class of neutral fuzzy fractional functional differential equations (N3FDEs), where the fractional order α satisfies ...
Saeed Althubiti, Abdelaziz Mennouni
doaj   +1 more source

A Survey of Function Analysis and Applied Dynamic Equations on Hybrid Time Scales. [PDF]

Entropy (Basel), 2021
Wang C, Agarwal RP.
europepmc   +1 more source

New insights for the fuzzy fractional partial differential equations pertaining to Katugampola generalized Hukuhara differentiability in the frame of Caputo operator and fixed point technique

Ain Shams Engineering Journal
In this article, we use the Caputo-Katugampola gH-differentiability to solve a class of fractional PDE systems. With the aid of Caputo-Katugampola gH-differentiability, we demonstrate the existence and uniqueness outcomes of two types of gH-weak findings
Saima Rashid, Fahd Jarad, Hind Alamri
doaj   +1 more source

Relation between differentiability and monotonicity of real functions

This thesis explores the intricate relationship between differentiability and monotonicity in real functions, two fundamental concepts in mathematical analysis.
Irin, Namira
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Essential Criteria for Proportional Fractional Generalized Hukuhara Differentiability for Goursat Problems with Application in Mhd Couple Stress Fluid Flowing through a Channel Embedded in a Porous Medium

A novel category of fractional derivatives with an exponential kernel, the generalized proportional fractional (G-P-F) derivative has several uses in practical issues.
Rashid, Saima, Fatima, Nida, Chu, Yu-ming, Fatima, Tehreem   +3 more
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Numerical solutions of fuzzy differential equations

, 2012
Bu çalışmada bulanık mantık ve temel kavramları, bulanık diferansiyel denklemlerin genel yapısı, bulanık sayı değerli fonksiyonların Hukuhara diferansiyellenebilirliği ve kuvvetli genelleştirilmiş diferansiyellenebilirliği tanımlanarak bunların bulanık ...
Sevim, Ferhat
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On a multivalued second order differential problem with Hukuhara derivative

Opuscula Mathematica, 2008
Let \(K\) be a closed convex cone with the nonempty interior in a real Banach space and let \(cc(K)\) denote the family of all nonempty convex compact subsets of \(K\). Assume that continuous linear multifunctions \(H,\Psi : K \to cc(K)\) are given. We consider the following problem \[\begin{aligned}D^2\Phi(t,x) =& \Phi(t,H(x)),\\ D\Phi(t,x)|_{t=0}
openaire   +1 more source

A note on Hadamard differentiability and differentiability in quadratic mean [PDF]

, 2010
We proof that Hadamard differentiability in addition with usual assumptions on the loss function for M estimates implies differentiability in quadratic mean.
Tinkl, Fabian
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