publication . Preprint . 2004

Discussion on Benford's Law and its Application

Li, Zhipeng; Cong, Lin; Wang, Huajia;
Open Access English
  • Published: 04 Aug 2004
Abstract
Comment: 13 pages, 4 figures, 9 tables; corrected typos
Subjects
free text keywords: Mathematics - Statistics Theory, 62H10, 62H15
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18 references, page 1 of 2

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[4] M. Nigrini. Peculiar patterns of first digits, IEEE Potentials 18, 2 (1999) 24-27

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[6] R. E. Whitney. Initial digits for the sequence of primes, Am. Math. Monthly. 79 (1972) 150-152.

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[9] T. Hill. The Significant-digit phenomenon, Amer. Math. Monthly 102 (1995) 322-327.

[10] T. Hill. Base-invariance implies Benford's Law, Proc. Amer. Math. Soc. 123 (1995) 887-895.

[11] T. Hill. A statistical derivation of the significant-digit law, Statistical Science 10 (1995) 354-363.

[12] J. Burke and E. Kincanon. Benford's law and physical constants: the distribution of initial digits, American Journal of Physics 59 (1991) 952.

[13] E. Ley. On the peculiar distribution of the U.S. Stock Indexes' Digits, The American Statistician 50 (1996) 311-313.

[14] M. Leemis and W. Schmeiser, L. Evans. Survival Distribution Satisfying Benford's Law, The American Statistician 54 (2000) 236-241.

[15] J. Jolion. Images and Benford's Law, Journal of Mathematical Imaging and Vision 14 (2001) 73-81.

18 references, page 1 of 2
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