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The case of the random telephone numbers |
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Canadian Journal of Statistics,
Volume 18,
Issue 1,
1990,
Page 87-92
Bruce Johnston,
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摘要:
AbstractAn unusual pattern of telephone numbers recorded on suspect credit‐card purchases led to the development of a generalized multinomial distribution. One usage of credit cards included 26 telephone numbers with a pattern of 7 unique numbers: 16 of one kind, 4 of another, 2 of another, and 4 different ones. With the assumption that the probability of any digit appearing in a telephone number is 1/10, the pattern of the 26 telephone numbers is found to have a probability of occurrence on the order of 1/1065. That is, the chance of such a pattern occurring at random is roughly equivalent to winning nine times in a row the popular ottery, LOTO 6/4
ISSN:0319-5724
DOI:10.2307/3315421
出版商:Wiley‐Blackwell
年代:1990
数据来源: WILEY
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