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Type: Article
On the Sum of Digits of Numerators of Bernoulli Numbers
Abstract:
Let b > 1 be an integer. We prove that for almost all n, the sum of the digits in base b of the numerator of the Bernoulli number B-2n exceeds clog n, where c := c(b) > 0 is some constant depending on b.
Let b > 1 be an integer. We prove that for almost all n, the sum of the digits in base b of the numerator of the Bernoulli number B-2n exceeds clog n, where c := c(b) > 0 is some constant depending on b.
Keywords: Bernoulli numbers; sums of digits
Journal: Canadian Mathematical Bulletin
ISSN: 1496-4287
Year: 2013
Volume: 56
Number: 4
Pages: 723-728



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