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Type: Article
On the Counting Function of Elliptic Carmichael Numbers
Abstract:
We give an upper bound for the number of elliptic Carmichael numbers n <= x that were recently introduced by J. H. Silverman in the case of an elliptic curve without complex multiplication (non CM). We also discuss several possible further improvements.
We give an upper bound for the number of elliptic Carmichael numbers n <= x that were recently introduced by J. H. Silverman in the case of an elliptic curve without complex multiplication (non CM). We also discuss several possible further improvements.
Keywords: Curves
MSC: 11Y11 (11N36)
Journal: Canadian Mathematical Bulletin-Bulletin Canadien de Mathematiques
ISSN: 1496-4287
Year: 2014
Volume: 57
Number: 1
Pages: 105-112
Created: 2014-04-01 10:03:33
Modified: 2014-08-04 11:54:49
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