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Type: Article
On a variant of Giuga numbers
Abstract:
In this paper, we characterize the odd positive integers n satisfying the congruence Sigma(n-1)(j=1) j(n-1/2) = 0 ( mod n).We show that the set of such positive integers has an asymptotic density which turns out to be slightly larger than 3/8.
In this paper, we characterize the odd positive integers n satisfying the congruence Sigma(n-1)(j=1) j(n-1/2) = 0 ( mod n).We show that the set of such positive integers has an asymptotic density which turns out to be slightly larger than 3/8.
Keywords: Congruence; Giuga numbers; asymptotic density
MSC: 11A07 (11B05)
Journal: Acta Mathematica Sinica (English Series)
ISSN: 1439-8516
Year: 2012
Volume: 28
Number: 4
Pages: 653--660



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