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Kammler, David W., 1940-
A first course in fourier analysis / David W. Kammler
Alternate Title Fourier analysis
Rev. ed
Cambridge ; New York : Cambridge University Press, c2007
book jacket
Location Call Number Status
 4th Floor  QA403.5 .K36 2007    DUE 01-15-16
Subject(s) Fourier analysis
Physical Description 1 v. (various pagings) : ill. ; 25 cm
Note Includes bibliographical references and index
Contents 1. Fourier's representation for functions on R, Tp, Z, and PN; 2. Convolution of functions on R, Tp, Z and PN; 3. The calculus for finding Fourier transforms of functions of R; 4. The calculus for finding Fourier transforms of functions of Tp, Z, and PN; 5. Operator identities associated with Fourier analysis; 6. The fast Fourier transform; 7. Generalized functions on R; 8. Sampling; 9. Partial differential equations; 10. Wavelets; 11. Musical tones; 12. Probability; Appendix 0. The impact of Fourier analysis; Appendix 1. Functions and their Fourier transforms; Appendix 2. The Fourier transform calculus; Appendix 3. Operators and their Fourier transforms; Appendix 4. The Whittaker-Robinson flow chart for harmonic analysis; Appendix 5. FORTRAN code for a Radix 2 FFT; Appendix 6. The standard normal probability distribution; Appendix 7. Frequencies of the piano keyboard; Index

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