Titlebook: Operators, Inequalities and Approximation; Theory and Applicati Binod Chandra Tripathy,Hemen Dutta,Bidu Bhusan Jen Book 2024 The Editor(s)

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Myelin

Book 2024ous types of operators, methods for approximating such operators, proximity point problems, applications of approximation methods in other fields such as engineering, and some analytic inequalities. It seeks to capture both the pure and applied aspects of the topics discussed. Several of the concept

議程

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,Trigonometric Approximation of?Signals Belonging to?, Class by?, Means of?Conjugate Fourier Series,ering problems by approximating the function and minimizing error. The established theorem builds, expands, and generalizes a number of previous approximation theory conclusions. Additionally, the outcome encourages researchers who are interested in working with product summability measures.

Indicative

,Approximation by?a?Double Sequence of?Operators Involving Multivariable ,-Lagrange–Hermite Polynomie the degree of approximation with the help of the moduli of continuity and the Peetre’s .-functional for bi-dimensionally continuous functions. Further, we define the corresponding Generalized Boolean Sum (GBS) operators and derive the rate of convergence of these operators for functions in a B?gel

blithe

,On Approximation of?Signals in?the?Generalized Zygmund Class Using , Mean,g. Summability method is the one among the methods which approximates the signals in a better way. Looking at the growing popularity of this method, in this chapter we have approximated the signals in the Zygmund class using . mean.

oxidize

,Trigonometric Approximation of?Signals Belonging to?, Class by?, Means of?Conjugate Fourier Series,tc. In our study, we approximate the functions belonging to different classes by a more generalized . means of conjugate Fourier series. The discipline of Fourier approximation holds significant practical importance. Because the product summability means can be used to approximate functions and are

heterodox