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Source Coding Theory

✍ Scribed by Robert M. Gray (auth.)


Publisher
Springer US
Year
1989
Tongue
English
Leaves
196
Series
The Kluwer International Series in Engineering and Computer Science 83
Edition
1
Category
Library

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✦ Synopsis


Source coding theory has as its goal the characterization of the optimal performance achievable in idealized communication systems which must code an information source for transmission over a digital communication or storage channel for transmission to a user. The user must decode the information into a form that is a good approximation to the original. A code is optimal within some class if it achieves the best possible fidelity given whatever constraints are imposed on the code by the available channel. In theory, the primary constraint imposed on a code by the channel is its rate or resolution, the number of bits per second or per input symbol that it can transmit from sender to receiver. In the real world, complexity may be as important as rate. The origins and the basic form of much of the theory date from ShanΒ­ non's classical development of noiseless source coding and source coding subject to a fidelity criterion (also called rate-distortion theory) [73] [74]. Shannon combined a probabilistic notion of information with limit theoΒ­ rems from ergodic theory and a random coding technique to describe the optimal performance of systems with a constrained rate but with unconΒ­ strained complexity and delay. An alternative approach called asymptotic or high rate quantization theory based on different techniques and approxΒ­ imations was introduced by Bennett at approximately the same time [4]. This approach constrained the delay but allowed the rate to grow large.

✦ Table of Contents


Front Matter....Pages i-xiii
Information Sources....Pages 1-25
Codes, Distortion, and Information....Pages 27-52
Distortion-Rate Theory....Pages 53-79
Rate-Distortion Functions....Pages 81-113
High Rate Quantization....Pages 115-136
Uniform Quantization Noise....Pages 137-175
Back Matter....Pages 177-188

✦ Subjects


Electrical Engineering;Signal, Image and Speech Processing;Mathematics, general


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