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24759Re: Forward: Mihailescu's CIDE

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  • thefatphil
    Dec 12, 2012
      --- In primenumbers@yahoogroups.com, "djbroadhurst" <d.broadhurst@...> wrote:
      > > From: Jens Franke (Tuesday, December 11, 2012 4:58 AM)
      > > We have confirmed the primality of the Leyland numbers
      > > 3110^63+63^3110 (5596 digits) and
      > > 8656^2929+2929^8656 (30008 digits)
      > > by an implementation of a version of Mihailescu's CIDE.
      >
      > Here is Preda's method for cyclotomic numbers:
      > http://arxiv.org/pdf/0709.4113v1.pdf

      How does that relate to:
      """
      Dual Elliptic Primes and Cyclotomy Primality Proving
      Preda Mihailescu and Francois Morain
      """
      Which I downloaded as 10.1.1.29.6756.pdf from goodness-knows-where only an hour ago (my stack too full, as soon as something's popped, it's purged).

      Phil (pop!)
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