Number Theory

    

A Method of Finding Subsequences of Poulet Numbers

Authors: Marius Coman

I was studying the Fermat pseudoprimes in function of the remainder of the division by different numbers, when I noticed that the study of the remainders of the division by 28 seems to be very interesting. Starting from this, I discovered a method to easily find subsequences of Poulet numbers. I understand through “finding subsequences of Poulet numbers” finding such numbers that share a non-trivial property, i.e. not a sequence defined like: “Poulet numbers divisible by 7”.

Comments: 3 Pages.

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Submission history

[v1] 2013-09-02 07:31:32

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