Information Theory Meets Power Laws, Stochastic Processes and Language Models, Wiley, Lukasz Debowski,Materials science,Mechanical engineering and materials,

statistical language models; power laws; Zipf’s law; Herdan’s law;mutual information; maximal repetition; decay of correlations; stochastic processes; non-Markovian processes; nonergodic processes; stationary processes; asymptotically mean stationary processes; ergodic theorems; information measures; universal coding; Kolmogorov complexity; Rényi entropy; recurrence time; subword complexity

,, , United States, en-UShttps://www.wiley.com

statistical language models; power laws; Zipf’s law; Herdan’s law;mutual information; maximal repetition; decay of correlations; stochastic processes; non-Markovian processes; nonergodic processes; stationary processes; asymptotically mean stationary processes; ergodic theorems; information measures; universal coding; Kolmogorov complexity; Rényi entropy; recurrence time; subword complexity

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