Generalizing benford’s law using power laws: application to integer sequences

HIGHLIGHTS

  • who: Werner Hürlimann from the Feldstrasse, Zürich, Switzerland have published the article: Generalizing Benford’s Law Using Power Laws: Application to Integer Sequences, in the Journal: (JOURNAL) of 25/03/2009

SUMMARY

    To be specific, if the random variable X, which describes the first significant digit in a numerical table, is Benford distributed, then P X d log 1 d ∈ {1,.., 9}. Hill also suggested to switch the attention to probability distributions that follow or closely approximate Benford's law. There are not many simple analytical distributions, which include as special . . .

     

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