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Higher Order Fourier Analysis

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Higher Order Fourier Analysis - Tao, Terence, Professor
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Traditional Fourier analysis, which has been remarkably effective in many contexts, uses linear phase functions to study functions. Some questions, such as problems involving arithmetic progressions, naturally lead to the use of quadratic or higher order phases. Higher order Fourier analysis is a subject that has become very active only recently. Gowers, in groundbreaking work, developed many of the basic concepts of this theory in order to give a new, quantitative proof of Szemer???di's theorem on arithmetic progressions. ...

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Higher Order Fourier Analysis 2012, American Mathematical Society, Providence

ISBN-13: 9781470459987

Paperback