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Re: Factorisation of Carmichael numbers

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  • mikeoakes2
    ... Doh! (Is an immediate corollary of the first conjecture, proved so elegantly by Maximilian.) Mike
    Message 1 of 7 , May 27, 2010
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      --- In primenumbers@yahoogroups.com, "mikeoakes2" <mikeoakes2@...> wrote:
      >
      > Conjecture: If n is a Carmichael number divisible by 3, and p is any other prime factor, so that by definition (p-1) divides (n-1), then (p+1) never divides (n^2-1).

      Doh!
      (Is an immediate corollary of the first conjecture, proved so elegantly by Maximilian.)

      Mike
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