Read Understanding the FFT, Second Edition, Revised by Anders E. Zonst Online
Understanding the FFT, Second Edition, Revised This edition is much more than just a "cleanup" of the original text - two completely new chapters have been added. The conventional FFT offers certain advantages (primarily more efficient use of RAM
| Title | : | Understanding the FFT, Second Edition, Revised |
| Author | : | |
| Rating | : | 4.50 (562 Votes) |
| Id Book | : | 0964568152 |
| Format Type | : | Paperback |
| Number of Pages | : | 180 Pages |
| Publish Date | : | 2000-04-30 |
| Type File | : | PDF, DOC, RTF, ePub |
Citrus Press is proud to announce the second edition (revised) of Andy Zonst's Understanding the FFT (publication date April 2000). This edition is much more than just a "cleanup" of the original text - two completely new chapters have been added. The first of these deals with the conventional FFT (i.e., scrambled data and bit reversal) and the second is an introduction to the mathematical procedure known as convolution. The conventional FFT offers certain advantages (primarily more efficient use of RAM, allowing larger arrays to be processed); but, beyond that, if one wants to work in this field, they need to be conversant with this "standard" technology (even if they never use it). The chapter on convolution is perhaps even more important. This technique is such an integral part of Fourier analysis that a chapter (presenting it at the same level as the other material in the book) seemed very nearly imperative. There can be no doubt that it is a better book because of these revisions,
Several years ago Andy Zonst accepter an offer of early retirement so that he could spend his remaining years doing what he really wanted to do - write a few books. Frequently describing himself as "another out-of-work aerospace engineer," he has actually worked diligently on his FFT books since that time. A strong opponent of the "mathematics as a social filter" trend in education, his books inevitable turn out with a certain iconoclastic bent. Nonetheless, he continues to write books for "those who want to understand and are willing to extend a little effort to understandno other criteria applied." In his words, "This is the only presentation of the FFT that doesn't pretend it is a subject for advanced mathematicians only."
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