Results 11 to 20 of about 5,342,052 (371)
FRACTIONAL DERIVATIVE AS FRACTIONAL POWER OF DERIVATIVE [PDF]
International Journal of Mathematics, 2007 Definitions of fractional derivatives as fractional powers of derivative operators are suggested. The Taylor series and Fourier series are used to define fractional power of selfadjoint derivative operator. The Fourier integrals and Weyl quantization procedure are applied to derive the definition of fractional derivative operator.
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Commutativity of a 3-Prime near Ring Satisfying Certain Differential Identities on Jordan Ideals
Mathematics, 2020 The purpose of this study is to obtain the commutativity of a 3-prime near ring satisfying some differential identities on Jordan ideals involving derivations and multiplicative derivations.
Asma Ali, Inzamam ul Huque
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SSRN Electronic Journal, 2013 Quantitative structuring is a rigorous framework for the design of financial products. We show how it incorporates traditional investment ideas while supporting a more accurate expression of clients' views. We touch upon adjacent topics regarding the safety of financial derivatives and the role of pricing models in product design.
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Arthritis & Rheumatism, 2012 OBJECTIVE The Systemic Lupus International Collaborating Clinics (SLICC) group revised and validated the American College of Rheumatology (ACR) systemic lupus erythematosus (SLE) classification criteria in order to improve clinical relevance, meet ...
M. Petri +51 more
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Fractal derivatives, fractional derivatives and $q$-deformed calculus [PDF]
Entropy 2023, 25(7), 1008, 2023 This work presents an analysis of fractional derivatives and fractal derivatives, discussing their differences and similarities. The fractal derivative is closely connected to Haussdorff's concepts of fractional dimension geometry. The paper distinguishes between the derivative of a function on a fractal domain and the derivative of a fractal function,
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Notes on generalized Jordan ( \sigma,\tau) *-derivations of semiprime rings with involution
Boletim da Sociedade Paranaense de Matemática, 2014 Let R be a 6-torsion free semiprime *-ring, \tau an endomorphism of R, \sigam an epimorphism of R and f : R ! R an additive mapping. In this paper we proved the following result: f is a generalized Jordan ( \sigma,\tau) *-¡derivation if and only if f ...
Shuliang Huang, Emine Koç
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Derivators, pointed derivators and stable derivators [PDF]
Algebraic & Geometric Topology, 2013 We develop some aspects of the theory of derivators, pointed derivators, and stable derivators. As a main result, we show that the values of a stable derivator can be canonically endowed with the structure of a triangulated category. Moreover, the functors belonging to the stable derivator can be turned into exact functors with respect to these ...
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Action of n-derivations and n-multipliers on ideals of (semi)-prime rings
AIMS Mathematics, 2023 The present paper aims to investigate the containment of nonzero central ideal in a ring $ \mathcal{R} $ when the trace of symmetric $ n $-derivations satisfies some differential identities.
Shakir Ali +3 more
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Signs and Society, 2018 AbstractThe anthropology of finance has been dominated by ethnographic field research and the performativity thesis advanced by Donald Mackenzie and Michel Callon. This essay takes a different tack and proposes a semiotic framework to look at the central concept in derivative finance, that of volatility.
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Eesti Rakenduslingvistika Ühingu Aastaraamat, 2022 This paper studies children’s sensitivity to derivational patterns of Russian verbs reflected in the speech data of two boys (ages 1;5–2;8 and 1;7–3;0 respectively).
Maria D. Voeikova +2 more
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