Re: JSH: Newest factoring algorithm
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Re: JSH: Newest factoring algorithm         

Group: alt.math.undergrad · Group Profile
Author: JSH
Date: Jun 12, 2008 07:05

On Jun 12, 5:37 am, Frederick Williams <"Frederick
Williams"@antispamhotmail.co.uk.invalid> wrote:
> JSH wrote:
>
>> [...]
>
>> Others have to wait to be informed, by, well, by good mathematicians
>> (or great ones)!
>
> Is James Harris one of the great ones or merely one of the good ones?
>

I'm not a mathematician. I do amateur research into mathematical
topics, and talk about what I think I've found.

Here I've found congruence relations that differentiate mod p, so you
have like, prime flavors where no mathematician in history knew they
were there before! Talk about not too bad for an amateur!!!

For instance, with the factoring relations I've found T mod 5 = 4 will
NOT give solutions!!! That's over infinity people!

That is knowledge about every possible integer factorization of a
composite T, for which T mod 5 = 4.

In contrast, T mod 7 = 4 WILL give solutions, and as expected it gives
every possible variant, as the mathematics is talking about INFINITY
again. But it does weird things, like, in experiments I've done it
will tend to separate out solutions by size, remarkably enough, with
positive solutions for alpha and k corresponding to positive
factorizations UNLESS p is greater than either factor.

To mathematicians before this research factor residues mod p were
boring, useless and told you nothing.

Now it turns out that behind the scenes mathematics was doing a LOT
with them, and separating composites out into composite families or
flavors by prime numbers!!! And doing so over infinity!!!!!! To
infinity!!!!

So there was an infinite amount of knowledge completely lost to
mathematicians before, and now look at you people, with mysteries in
number theory of this type so hard to find you are being punks like
always.

Punks.

No mystery worth exploring at a fundamental level should have been
expected in your lifetimes.

Which is good because from what I've seen, it would have a been a
waste for reality to present the opportunity to the door of, well, at
this point, it looks like, any of you. None of you seem to have what
it takes. None of you seem to have the instinct for greatness
necessary.

Mysteries may require discoverers first because if they aren't around,
human curiosity is not enough, with people who lack that something
else needed, like, maybe the phrase is, fire in the belly.

James Harris
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