Re: (new?) factorization technique
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Re: (new?) factorization technique

From: vector <root@localhost>
Date: Wed Jun 01 2005 - 01:07:47 CEST



"Mike Amling" <nospam@nospam.com> wrote in message 


news:lp5ne.16619$26.9518@chiapp18.algx.net...



>   I think this technique has no advantage over trial division, and is 


> considerably slower than the fastest existing methods for factoring large 


> composites.



I know that it's slow, agonizingly slow, in fact.  I never tried to suggest 


I was going to revolutionize mathematics.  I just thought it was an 


interesting phenomenon.



>   Also, what does "those numbers with have products" mean?



It means I made a typo, I suppose.  I'll have to update that.


Received on Thu Sep 29 21:39:26 2005