On 12 May 2000 08:09:06 GMT, "DIAMOND Mark R"
<[EMAIL PROTECTED]> wrote:
>Background: Theodore Hill showed, in a paper published in Statistical
>Science 1995, that if sequences of random variables $\{X\sb n\}$ are
>selected at random in a scale (base) unbiased way, then the mantissa
>distribution
DIAMOND Mark R wrote:
> Background: Theodore Hill showed, in a paper published in Statistical
> Science 1995, that if sequences of random variables $\{X\sb n\}$ are
> selected at random in a scale (base) unbiased way, then the mantissa
> distributions of the combined sample will converge to Benfo
Background: Theodore Hill showed, in a paper published in Statistical
Science 1995, that if sequences of random variables $\{X\sb n\}$ are
selected at random in a scale (base) unbiased way, then the mantissa
distributions of the combined sample will converge to Benford's law---a
random probability
