Results 131 to 140 of about 84,384 (149)
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International Journal of Engineering Science, 1999
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Pakdemirli, M., Yürüsoy, M.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Pakdemirli, M., Yürüsoy, M.
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ON FRACTIONAL INTEGRAL OPERATOR OVER NON-NEWTONIAN CALCULUS
2023The definition of a non-Newtonian calculus is based on the homeomorphism which customary denoted by y = a(x). In the mean of this function, elementary algebraic operations can be modified and we reach to the world of new calculus that is called a Non-Newtonian calculus.
Momenzadeh, M. +2 more
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On the Function Sequences and Series in the Non-Newtonian Calculus
2020The purpose of this study is to examine the function sequences and series in the non-Newtonian real numbers. Firstly, the information about the studies that are done until today and the application areas, was briefly given. Non-Newtonian calculus was introduced which is an alternative to the classical calculus, definitions, theorems and properties were
Sagir, Birsen, Erdogan, Fatmanur
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Non-Newtonian Jacobsthal and Jacobsthal-Lucas numbers: A new look
FilomatIn this study, we introduce a novel version of Jacobsthal and Jacobsthal-Lucas numbers, termed as non-Newtonian Jacobsthal and non-Newtonian Jacobsthal-Lucas numbers. We investigate various char-acteristics of these newly defined sequences. Additionally,
İlknur Yeşilyurt, Nilay Değirmen
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On non-Newtonian balancing type numbers
Annales Universitatis Mariae Curie-Sklodowska, sectio A – MathematicaIn this paper, we introduce non-Newtonian balancing type numbers. In non-Newtonian calculus, we examine formulas and identities for classical balancing numbers. We give Binet-type formula for non-Newtonian balancing numbers and the general bilinear index-
A. Szynal-Liana
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A non-Newtonian approach to electromagnetic curves in optical fiber
Revista mexicana de físicaThe investigation within this article delves into the non-Newtonian geometric attributes exhibited by a linearly polarized light wave along an optical fiber within the framework of the 3D multiplicative Riemann manifold, employing multiplicative ...
Aykut Has, B. Yılmaz
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Convexity and Hermite-Hadamard Type Inequality via Non-Newtonian Calculus
2019In this paper, firstly we research basic definition of convexity in terms of non-Newtonian calculi, i.e. interval, convex set, convexity, etc. Secondly, we deal with the different classes of convexity and generalizations via non-Newtonian calculi. Finally, we reveal the new generalization of the definition of convexity that can reduce many order of ...
ÜNLÜYOL, Erdal, SALAŞ, Seren
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An overview on the non-newtonian calculus and its potential applications to economics
2014Until now, non-newtonian calculus, multiplicative calculus in particular, has been presented as a curiosity and is nearly ignored for the social scientists field. In this paper, after a brief presentation of this calculus, we try to show how it could be used to re-explore from another perspective classical economic theory, more particularly the ...
Diana Filip, Cyrille Piatecki
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