Digital Signal Processing
Mathematical and Computational Methods, Software Development and Applications
2nd Edition
Published on 1. March 2006
840 pages
978-0-85709-945-7 (ISBN)
Description
This book forms the first part of a complete MSc course in an area that is fundamental to the continuing revolution in information technology and communication systems. Massively exhaustive, authoritative, comprehensive and reinforced with software, this is an introduction to modern methods in the developing field of Digital Signal Processing (DSP). The focus is on the design of algorithms and the processing of digital signals in areas of communications and control, providing the reader with a comprehensive introduction to the underlying principles and mathematical models.
- Provides an introduction to modern methods in the developing field of Digital Signal Processing (DSP)
- Focuses on the design of algorithms and the processing of digital signals in areas of communications and control
- Provides a comprehensive introduction to the underlying principles and mathematical models of Digital Signal Processing
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Additional editions
Jonathan M. Blackledge
Digital Signal Processing
Mathematical and Computational Methods, Software Development and Applications
Book
03/2006
2nd Edition
Horwood Publishing Ltd
€129.24
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Previous edition
Winser Alexander | Cranos M. Williams
Digital Signal Processing
Principles, Algorithms and System Design
E-Book
11/2016
1st Edition
Academic Press
€49.99
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Content
Part 1 Signal analysis: Complex analysis; The delta function; The Fourier series; The Fourier transform; Other integral transforms. Part 2 Computational linear algebra: Matrices and matrix algebra; Direct methods of solution; Iterative methods of solution; Eigen values and Eigen vectors. Part 3 Programming and software engineering: Principles of software engineering; Modular programming in C. Part 4 DSP: Methods, algorithms and building a library: Digital filters and the FFT; Frequency domain filtering with noise; Statistics, entropy and extrapolation; Digital filtering in the time domain; Random fractal signals; Solutions; Graphics utility.
