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Overview
Whether replacing analog designs or creating new digital ones, today's DSP engineer needs access to more information than ever before. But half the time you're working with old-fashioned schematics or incomplete specs, and the rest of the time you've got impossible cost, data, and accuracy constraints hamstringing you. And there's nowhere to turn for simple answers to your complicated problems. Now, in one comprehensive volume, you'll find not only the mathematical techniques and practical engineering advice you need to work effectively with the latest in DSP technology, but also detailed coverage of: linear algebra, matrices, and the differences between analog and digital calculus; how to engineer filters and translate analog filter circuits to digital; multiresolution signal processing, filters and filter banksincluding linear time-invariant and time-variant systems; subband coding and wavelets; down-to-earth explanations of unusual technologies like CORDIC functions; and informative appendixes that help you make the right choice about what kind of DSP to use and the best ways to develop algorithms for designing DSP products.Editorials
Booknews
An introduction and reference for programmers and system engineers working with digital signal processes who are interested in the nature of the arithmetic they are using and would like to get more from its application; or who want to reduce errors in calculation and produce results more reliably, robustly, and precisely. Assumes some knowledge of calculus and competence in some programming language. Further resources are available on the World Wide Web. Annotation c. by Book News, Inc., Portland, Or.Book Details
Published
October 21, 1997
Publisher
New York : Wiley, c1997.
Pages
352
Format
Paperback
ISBN
9780471132325