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Shannon's equation specifies the quantity of an information stream produced by an ergodic source. It is given with . p denotes the probability of the associated event, H is referred to as the entropy of the information source.

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  • Shannon's equation
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  • Shannon's equation specifies the quantity of an information stream produced by an ergodic source. It is given with . p denotes the probability of the associated event, H is referred to as the entropy of the information source.
  • Shannon's equation specifies the quantity of an information stream produced by an ergodic source. It is given with H = - K Sigma i = 1 n (pi ld pi). p denotes the probability of the associated event, H is referred to as the entropy of the information source.
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  • Shannon's equation specifies the quantity of an information stream produced by an ergodic source. It is given with . p denotes the probability of the associated event, H is referred to as the entropy of the information source.
  • Shannon's equation specifies the quantity of an information stream produced by an ergodic source. It is given with H = - K Sigma i = 1 n (pi ld pi). p denotes the probability of the associated event, H is referred to as the entropy of the information source.
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