Hilbert Transforms in Signal Processing

By: Stefan L. Hahn

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Hardcover | 1 January 1996

At a Glance

Hardcover
458 Pages

Dimensions(cm)
24.13 x 16.51 x 3.18

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This book presents a first-ever detailed analysis of the complex notation of 2-D and 3-D signals and describes how you can apply it to image processing, modulation, and other fields. It helps you significantly reduce your literature research time, better enables you to simulate signals and communication systems, and helps you to design compatible single-sideband systems.

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You Can Find This Book In

Non-Fiction Computing & I.T.Computer Science Digital Signal Processing (DSP)Mathematics Algebra Image Processing Engineering & Technology Electronics & Communications Engineering Communications Engineering & Telecommunications Energy Technology & Engineering Electrical Engineering

Preface
Introduction	p. 1
Theory of the One-Dimensional Hilbert Transformation	p. 3
Properties of the Hilbert Transformation Derivations and Applications	p. 55
Distributions in the Theory of the Hilbert Transformation and Complex Signals	p. 95
The Discrete Hilbert Transformation	p. 121
Hilbert Transformers	p. 169
The Hilbert Transform In Modulation Theory	p. 241
The Hilbert Transform in Signal and System Theory	p. 285
Multidimensional Complex Signals and Applications	p. 333
Multidimensional Hilbert and Fourier Transformations	p. 369
Tabulation of Hilbert Pairs	p. 397
The Derivation of the Derivative of the Logarithmic and [theta](t) Distributions	p. 405
Supplement to Chapter 4	p. 407
Details of the Calculation of the Phase Function of IIR Hilbert Transformers	p. 411
Derivation of the Spectrum of the CSSB Signal for Linear Amplitude	p. 419
Derivation of the Fourier Spectrum of the N-Dimensional Hilbert Transform	p. 425
About the Author	p. 427
Index	p. 429
Table of Contents provided by Blackwell. All Rights Reserved.

Hilbert Transforms in Signal Processing

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Hardcover

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How to return your order

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