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An Introduction to Harmonic Analysis by Yitzhak Katznelson
This note describes fourier series on T, The convergence of fourier series, The conjugate function, Interpolation of linear operators, lacunary series and quasi analytic classes, Fourier transforms on the line, Fourier analysis on locally compact abelian groups, Commutative Banach algebra.
Author(s): Yitzhak Katznelson
299 Pages 
Adventures in harmonic analysis
This book contains below topics, Power Series, The exponential function, Laurent series, Polynomials, Harmonic functions, Fourier series, Fourier transforms, Uniform continuity, Inner product spaces, Fourier series continued, Almost periodic functions, Step functions, Norms, Some computations, Fourier inversion, Several complex variables.
Author(s): Stephen Semmes
90 Pages
Harmonic Analysis Lecture Notes
This note contains below topics, for each integrable f, FOURIER COEFFICIENTS, BASIC PROPERTIES, FOURIER SERIES, SUMMABILITY IN NORM.
Author(s): Richard S. Laugesen
176 Pages
This note explains the following topics, The hardy Littlewood maximal function, Singular integral operators of convolution type, Singular integral operators acting on Banach space valued functions, Littlewood paley theory, Some applications of LP theory, BMO and the Hardy space H1, Almost orthogonality, Singular integral operators not of convolution type, Applications of dyadic decompositions and paraproducts, Fourier transform restriction.
Author(s): Mark Williams
85 Pages
Manual of harmonic analysis and prediction of tides
This book was designed primarily as a working manual for use in the United States Coast and Geodetic Survey and describes the procedure used in this office for the harmonic analysis and prediction of tides and tidal currents.
Author(s): Paul Schureman
340 Pages