Results 61 to 70 of about 548,657 (153)
ON THE CLASS OF 𝑚(𝜑) BOUNDED VARIATION SEQUENCES OF FUZZY REAL NUMBERS
In this article, we introduce the sequence space 𝑏𝑣(𝜑, 𝑀, 𝑝), for ...
S. J. Boruah, A. J. Dutta
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In this paper we introduce the notion of “function of second bounded variation” in the sense of Shiba, and we show that if a superposition operator applies the space of all such functions on itself and it is uniformly bounded, then its generating ...
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Decomposition of Functions of Bounded Variation
Cramer's theorem, that a normal distribution function $(\operatorname{df})$ has only normal components, is extended to a case where the components are allowed to be from a subclass $(B_1)$ of the functions of bounded variation other than the class of df's.
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On density of fourier coefficients of a function of Wiener's class
In this paper we study the problem of density of positive and negative Fourier sine and cosine coefficients of a funtion of Weiner's class Vp whieh is a strietly larger class than the class of functions of bounded variation.
Rafat Siddiqi, Reem Al-Alami
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A Total Bounded Variation Approach to Low Visibility Estimation on Expressways [PDF]
Cheng X +4 more
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Composing functions of bounded variation [PDF]
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Symbolic computation of Appell polynomials using Maple
This work focuses on the symbolic computation of Appell polynomials using the computer algebra system Maple. After describing the traditional approach of constructing Appell polynomials, the paper examines the operator method of constructing the same ...
H. Alkahby +3 more
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Functions of bounded variation
The paper begins with a short survey of monotone functions. The functions of bounded variation are introduced and some basic properties of these functions are given. Finally the jump function of a function of bounded variation is defined.
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This survey paper provides a historical overview of wavelets and orthonormal systems, alongside recent findings related to linear positive operators reconstructed using wavelets.
Harun Karsli
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