New Trends in Applied Harmonic Analysis

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Book Overview
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Chapter 1 Multifractal Analysis of Cantor-Like Measures
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Chapter 2 Multifractal Analysis and Wavelets
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Chapter 3 An Introduction to Mandelbrot Cascades
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Chapter 4 Lebesgue-Type Inequalities for Greedy Approximation
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Chapter 5 Results on Non-linear Approximation for Wavelet Bases in Weighted Function Spaces
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Chapter 6 Consequences of the Marcus/Spielman/Srivastava Solution of the Kadison-Singer Problem
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Chapter 7 Model Sets and New Versions of Shannon Sampling Theorem
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Chapter 8 Stylometry and Mathematical Study of Authorship
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Chapter 9 Thoughts on Numerical and Conceptual Harmonic Analysis

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Akram Aldroubi

Cited by user Janweh64 on 19 Nov 2017

Akram Aldroubi is an American mathematician known for his work in sampling theory, harmonic analysis, and their applications to signal and image processing as well as…

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