Fourier Analysis and Approximation of Functions

Roald M. Trigub and Eduard S. Bellinsky
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Roald M. Trigub: Donetsk National University
Eduard S. Bellinsky: University of West Indies

in Springer Books from Springer

Date: 2004
ISBN: 978-1-4020-2876-2
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Chapters in this book:

Ch Chapter 1 Representation Theorems

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 10 Widths. Approximation by Trigonometric Polynomials with Free Spectrum

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 11 Classes of Functions with Bounded Mixed Derivative

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 2 Fourier Series

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 3 Fourier Integral

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 4 Discretization. Direct and Inverse Theorems of Approximation Theory

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 5 Extremal Problems of Approximation Theory

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 6 Representability of a Function as the Fourier Transform of a Measure

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 7 Fourier Multipliers

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 8 Methods of Summability of Fourier Series. Moduli of Smoothness and K-Functionals

Roald M. Trigub and Eduard S. Bellinsky

Ch Chapter 9 Lebesgue Constants and Approximation of Classes of Functions with Bounded Derivative by Polynomials

Roald M. Trigub and Eduard S. Bellinsky

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DOI: 10.1007/978-1-4020-2876-2

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