On a queer binomial sum
On a queer binomial sum
Date
1998
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Warlimont, Richard
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Archiv der Mathematik ; 71 (1998), 1. - pp. 22-30
Abstract
In this paper the binomial sum Sn(r) = ∑m=0n ((n) || (m)) [((-1)m)/(mr+1)] (r > 0, n e N) is investigated. It turns out that the behaviour of this sum if n tends to infinity depends on the parameter r and changes dramatically at the values r=1 and r=2. In particular, for r greater or equal to 2 we obtain an oscillatory behaviour while for r
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510 Mathematics
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DENK, Robert, Richard WARLIMONT, 1998. On a queer binomial sum. In: Archiv der Mathematik. 71(1), pp. 22-30. Available under: doi: 10.1007/s000130050230BibTex
@article{Denk1998queer-592, year={1998}, doi={10.1007/s000130050230}, title={On a queer binomial sum}, number={1}, volume={71}, journal={Archiv der Mathematik}, pages={22--30}, author={Denk, Robert and Warlimont, Richard} }
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