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Supplmentary Textbooks
Inexpensive Texts
 Fourier
Series and Orthogonal Functions, Harry Davis,  used previously
for MAT 367
 Fourier
Series, Georgi Tolstov,
 Fourier
Series, G. H. Hardy, Werner Rogosinski,
 Who
Is Fourier?: A Mathematical Adventure, Alan Gleason, et al,
 A
Student's Guide to Fourier Transforms : With Applications in Physics and
Engineering, J. F. James,
 Mathematics
for Physicists (Dover Books on Mathematics), Philippe Dennery, Andre
Krzywicki,
 Complex
Variables (Dover Books on Mathematics), Stephen D. Fisher,
 Applied
Complex Variables, by John W. Dettman,
 Schaum's
Outline of Complex Variables, Murray Spiegel,
 A
Primer on Wavelets and Their Scientific Applications, James S.
Walker,
Some Texts or References

A Course in Mathematrical Methods for Physicists, R. L. Herman

Mathematical
Methods in the Physical Sciences, 2nd Edition, Mary L. Boas,
 Fourier
Series and Boundary Value Problems, Brown and Churchill,
 Mathematical
Methods for Physicists, George B. Arfken, HansJurgen Weber,
 Advanced
Engineering Mathematics, Erwin Kreyszig,
 Visual
Complex Analysis, Tristan Needham,
 Complex
Variables : Introduction and Applications, Mark J. Ablowitz,
Athanssios S. Fokas,
More difficult texts, some of which are in Dr.
Herman's office:
Tables
Infinite Series

SOSMath  Sequences,
Series,
Geometric
Series, Power
Series,

MathWorld  Maclaurin Series,
Taylor Series,
Taylor's Theorem,
Power Series,
Series
Expansions, Convergence
Tests, Infinite
Series

An
Infinite Series of Surprises

Convergence
Tests  Harvey Mudd College Tutorials

Selected
Problems from the History of the Infinite Series
Fourier Series
Orthogonal Functions
Complex Variables
Fourier Transforms
Signal Analysis
Discrete Transforms
Wavelets
Course Applications
Software
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