[seqfan] B-pseudoprimes
Vladimir Shevelev
shevelev at bgu.ac.il
Sat Sep 4 22:19:17 CEST 2010
Dear SeqFans,
Let m>=3 be odd number. Denote B^*_(m+1)=|A000367((m+1)/2)| the absolute value of numerator of Benoulli number B_(m+1) and B^**_(m+1)=A002445((m+1)/2) the denominator of
B_(m+1). I am interested of possible composite numbers m for which we have
12*B^*_(m+1)==(-1)^((m-1)/2)*B^**_(m+1) (mod m)
(for odd prime m this holds). It is natural to call such possible numbers B-pseudoprimes.
Could anyone to find a few terms of this sequence?
Regards,
Vladimir
Shevelev Vladimir
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