On the Entropy Rate of Pattern Processes

Details On the Entropy Rate of Pattern Processes On the Entropy Rate of Pattern Processes

2005-04-12

arxiv.org/abs/cs/0504046v2

Computer Science

Information Theory

Submitted to IEEE Transactions of Information Theory

Scientific paper

We study the entropy rate of pattern sequences of stochastic processes, and its relationship to the entropy rate of the original process. We give a complete characterization of this relationship for i.i.d. processes over arbitrary alphabets, stationary ergodic processes over discrete alphabets, and a broad family of stationary ergodic processes over uncountable alphabets. For cases where the entropy rate of the pattern process is infinite, we characterize the possible growth rate of the block entropy.

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