Re: Theory versus implemention, I'm puzzled

From: ošin (ošin_at_ragnarok.com)
Date: 01/31/05


Date: Sun, 30 Jan 2005 23:17:56 -0800


> Hey Harris wake up call! You got it even wronger this time. There are
> already enough factorization algorithms around. It actually is of no
> import that you may have come up with a new one. What matters is wether
> it is dramatically better in speed and ressources than the current best
> ones or not. So this time the mathematical proof of the correctness of
> the algorithm is a mere prerequisite. The obstacle standing between you
> and fame and fortune, is the lack of a working implementation. So far,
> it don't look good fer you mister. And no, whining won't be of help
> either.

Well, yes, a good implementation demo would help. That has not materialized
yet. But it would be good enough if he could even just rigorously prove that
his algorithm was sub-exponential, or even polynomial time. He has not done
that. In fact, he has never rigorously proved anything about Surrogate
Factoring.



Relevant Pages

  • Re: Theory versus implemention, Im puzzled
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  • Re: Theory versus implemention, Im puzzled
    ... > already enough factorization algorithms around. ... So this time the mathematical proof of the correctness of ... If anyone posts any _new_ algorithm here ... with enough trial divisors sometimes a factoring is achieved. ...
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  • Re: Theory versus implemention, Im puzzled
    ... > already enough factorization algorithms around. ... So this time the mathematical proof of the correctness of ... If anyone posts any _new_ algorithm here ... with enough trial divisors sometimes a factoring is achieved. ...
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