A Mathematical Theory Of Communication.pdf

shannon.pdf
Preview of A Mathematical Theory of Communication
🔗 Source: web.mit.edu
📊 Size: 357 KB
📄 Pages: 55 pages
⬇️ Downloads: 128

Summary

A Mathematical Theory of Communication by C. E. Shannon discusses the development of a general theory of communication, extending previous work by Nyquist and Hartley to include factors such as noise in the channel and statistical structure of the message. The fundamental problem of communication is reproducing a message from one point to another, with the system designed to operate for all possible selections from a set of messages. A logarithmic measure of information is used, with the choice of base corresponding to the unit of measurement, such as binary digits (bits) or decimal digits. A communication system consists of five parts: information source, transmitter, channel, receiver, and destination. The theory is developed for discrete, continuous, and mixed systems, with applications in communication theory, computing machines, and telephone exchanges.

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A Mathematical Theory of Communication by C. E.

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  • File Format: PDF
  • File Size: 357 KB
  • Pages: 55
  • Language: EN
  • Total Downloads: 128
  • Last Updated: 1 week ago

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