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A Course in Harmonic Analysis by Jason Murphy
This PDF book covers the following topics related to Harmonic Analysis : Introduction, Fourier analysis, Abstract Fourier analysis, Wavelet transforms, Classical harmonic analysis, part I, Classical harmonic analysis, part II, Semiclassical and microlocal analysis, Sharp inequalities, Restriction theory and related topics, Additional topics.
Author(s): Jason Murphy, Missouri University of Science and Technology
303 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
Affine Quantum Harmonic Analysis
This book contains below topics, Preliminaries, Affine Operator Convolutions, Operator Admissibility, From the Viewpoint of Representation Theory, Examples.
Author(s): Eirik Berge, Stine M. Berge, Franz Luef
54 Pages
Explorations in Harmonic Analysis
This PDF book covers the following topics related to Harmonic Analysis, Ontology and History of Real Analysis, Advanced Ideas, The Hilbert Transform, Essentials of the Fourier Transform, Fourier Multipliers, Fractional and Singular Integrals, Several Complex Variables, Canonical Complex Integral Operators, Hardy Spaces Old and New, Introduction to the Heisenberg Group, Analysis on the Heisenberg Group.
Author(s): Steven G. Krantz
451 Pages