The mathematical theory of communication, Volume 2 
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Review: The Mathematical Theory of Communication
User Review  William Schram  GoodreadsThis book contains the landmark paper called "The Mathematical Theory of Communication" written by Claude E. Shannon back in 1948. In it are the equations that define channel capacity and other such ... Read full review
Review: The Mathematical Theory of Communication
User Review  catharine  Goodreadsoutstanding. Read full review
Common terms and phrases
approximation arbitrarily small average power band binary digits binary number bits per second calculated channel capacity chosen coding communication system communication theory conditional entropy conditional probability consider constraints continuous corresponding defined definition digram dimensional discrete channel distribution duration encoding English ensemble of functions entropy power equal equivocation ergodic example fidelity finite number freedom of choice frequency of errors Gaussian given graph Hence high probability Hv(x independent information source joint entropy letter frequencies letters limited logarithm Markoff process mathematical maximizing maximum entropy meaning measure noise power noiseless number of possible number of symbols obtain output p(xi perturbed prob probability measure problem produced random rate of transmission received signal recovered message redundancy relative entropy samples semantic Shannon situation space statistical structure stochastic process subset Suppose telegraphy Theorem tion trans transducer transition probabilities transmitted signal uncertainty white noise white thermal noise words zero