A Mathematical Theory of Communication
entropy, channel capacity, and the separation of source and channel coding
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Contents
- Introduction
- 1THE DISCRETE NOISELESS CHANNEL
- 2THE DISCRETE SOURCE OF INFORMATION
- 3THE SERIES OF APPROXIMATIONS TO ENGLISH
- 4Third-order approximation (trigram structure as in English)
- 5Ergodic and Mixed Sources
- 6Choice, Uncertainty and Entropy
- 7THE ENTROPY OF AN INFORMATION SOURCE
- 8REPRESENTATION OF THE ENCODING AND DECODING OPERATIONS
- 9THE FUNDAMENTAL THEOREM FOR A NOISELESS CHANNEL
- 10DISCUSSION AND EXAMPLES
- 11REPRESENTATION OF A NOISY DISCRETE CHANNEL
- 12EQUIVOCATION AND CHANNEL CAPACITY
- 13The Fundamental Theorem for a Discrete Channel with Noise
- 14DISCUSSION
- 15EXAMPLE OF A DISCRETE CHANNEL AND ITS CAPACITY
- 16THE CHANNEL CAPACITY IN CERTAIN SPECIAL CASES
- 17AN EXAMPLE OF EFFICIENT CODING
- Appendix 1
- Appendix 2
- Appendix 3
- Appendix 4
- 18SETS AND ENSEMBLES OF FUNCTIONS
- 19Band Limited Ensembles of Functions
- 20Entropy of a Continuous Distribution
- 21Entropy of an Ensemble of Functions
- 22Entropy Loss in Linear Filters
- 23ENTROPY OF A SUM OF TWO ENSEMBLES
- 24THE CAPACITY OF A CONTINUOUS CHANNEL
- 25Channel Capacity with an Average Power Limitation
- 26THE CHANNEL CAPACITY WITH A PEAK POWER LIMITATION
- 27FIDELITY EVALUATION FUNCTIONS
- 28THE RATE FOR A SOURCE RELATIVE TO A FIDELITY EVALUATION
- 29THE CALCULATION OF RATES
- Acknowledgments
- Appendix 5
- Appendix 6
- Appendix 7
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