This list is mostly for my reference and organized by topic.
- Katznelson - An Introduction to Harmonic Analysis
- Stein - Singular Integrals / Harmonic Analysis
- Stein & Weiss - Fourier Analysis on Euclidean Spaces
- Zygmund - Trigonometrical Series
- Riviere - Classes of Smoothness, The Fourier Method
- Hörmander - Linear Partial Differential Operators
- Hernandez & Weiss - A First Course On Wavelets
- Fritz Keinert - Wavelets and Multiwavelets
- Yves Meyer - Wavelets / Wavelets and Operators
- Ingrid Daubechies - Ten Lectures on Wavelets
- Mallat - A Wavelet Tour of Signal Processing
- Karlheinz Gröchenig - Foundations of Time-Frequency Analysis
- Benedetto - Wavelets: Mathematics and Applications
- Daubechies, AMS short course - Different Perspectives on Wavelets
- Heil, et.al - Fundamental Papers in Wavelet Theory
- P. Jorgensen - Analysis and Probability; Wavelets, Signals, Fractals
- Davis - Approximation & Interpolation
- Butzer & Berens - Semi-groups of Operators and Approximation
- I.P. Natanson - Constructive Function Theory
- Timan - Theory of Approximation of Functions of a Real Variable
- Lax & Philips - Scattering Theory
- Katsev, Ivanov, Zege - Image Transfer through a Scattered Medium
- Macovski - Medical Imaging Systems
- Barlaud - Wavelets in Imagine Communication
- Hang & Woods - Handbook of Visual Communication
- Vernazza, Venetsanopoulos, Braccini - Image Processing: Theory and Applications
- Kovalevsky - Image Pattern Recognition
- Kufner - Micro-optics and Lithography
- Kamil Valiev - The Physics of Submicron Lithography
- VLSI Electronics, Microstructure Science (Vol. 16)
- Microlithography: High Integration in Microelectronics (First Workshop, Rio de Janeiro)
- Helgason - The Radon Transform
- Robert Adams - Sobolev Spaces
- Brenner & Scott - The Mathematical Theory of Finite Element Methods
- J.N. Reddy - An Introduction to the Finite Element Method
- Kounchev - Multivariate Polysplines
- Triebel - Theory of Function Spaces
- D. Adams & L. Hedberg - Function Spaces and Potential Theory
- Garnett & Marshall - Harmonic Measure
- Federer - Geometric Measure Theory
- Dudley - Real Analysis & Probability
- Revuz & Yor - Continuous Martingales and Brownian Motion
- Bass - Diffusions and Elliptic Operators / Probabilistic Techniques
- Folland - Real Analysis
- Lax - Functional Analysis
- Butzer & Berens - Semi-groups of Operators and Approximation
- Dunford & Schwartz - Functional Analysis
- Yosida - Functional Analysis
- Grafakos - Fourier Analysis