DocumentCode
924935
Title
Differential pulse-code modulation (PCM) with entropy coding
Author
O´Neal, J.B., Jr.
Volume
22
Issue
2
fYear
1976
fDate
3/1/1976 12:00:00 AM
Firstpage
169
Lastpage
174
Abstract
As the transmission rate
gets large, differential pulse-code modulation (PCM) when followed by entropy coding forms a source encoding system which performs within 1.53 dB of Shannon\´s rate distortion function which bounds the performance of any encoding system with a minimum mean-square error (mmse) fidelity criterion. This is true for any ergodic signal source. Furthermore, this source encoder introduces the same amount of uncertainty as the mmse encoder. The 1.53 dB difference between this encoder and the mmse encoder is perceptually so small that it would probably not be noticed by a human user of a high quality (signal-to-noise ratio
dB) speech or television source encoding system.
gets large, differential pulse-code modulation (PCM) when followed by entropy coding forms a source encoding system which performs within 1.53 dB of Shannon\´s rate distortion function which bounds the performance of any encoding system with a minimum mean-square error (mmse) fidelity criterion. This is true for any ergodic signal source. Furthermore, this source encoder introduces the same amount of uncertainty as the mmse encoder. The 1.53 dB difference between this encoder and the mmse encoder is perceptually so small that it would probably not be noticed by a human user of a high quality (signal-to-noise ratio
dB) speech or television source encoding system.Keywords
DPCM coding/decoding; Entropy coding; Rate-distortion theory; Entropy coding; Humans; Modulation coding; Phase change materials; Pulse modulation; Rate-distortion; Signal to noise ratio; Speech; TV; Uncertainty;
fLanguage
English
Journal_Title
Information Theory, IEEE Transactions on
Publisher
ieee
ISSN
0018-9448
Type
jour
DOI
10.1109/TIT.1976.1055534
Filename
1055534
Link To Document