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Abstract In the past, several attempts were made to represent word frequency counts by statistical distribution laws. Of the models suggested, none was singularly successful when applied to a variety of data over the entire length of the observed word distributions. In this article, a new family of compound Poisson distributions 9, 10 is proposed as a model for word frequency counts. Twenty observed distributions quoted in the literature were fitted and the results look most encouraging.
H. S. Sichel (Mon,) studied this question.
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