From: Rotwang on
JSH wrote:
>
> [...]
>
> But curiosity requires humanity.

Right. Hence the famous saying, "curiosity killed the human".
From: James Burns on
William Hughes wrote:
> On Feb 3, 12:21 am, JSH <jst...(a)gmail.com> wrote:
>
>>Even as a mental exercise, one would think that
>>some of you would be curious about how you disprove
>>Goldbach's Conjecture with something as simple
>>as saying that primes have no residue preference.
>
> Please, Please, tell us how you disprove Goldbach's
> Conjecture with something as simple as saying
> that primes have no residue preference.

Hah! That is just what the Mathematical Cabal would
like, for James to make public his disproof of the
Goldbach Conjecture. Then they can get to work
suppressing it.

(It stands to reason, of course, that the Cabal
would be helpless to suppress something that has
not been made public.)

Jim Burns

From: William Hughes on
On Feb 3, 11:46 am, James Burns <burns...(a)osu.edu> wrote:
> William Hughes wrote:
> > On Feb 3, 12:21 am, JSH <jst...(a)gmail.com> wrote:
>
> >>Even as a mental exercise, one would think that
> >>some of you would be curious about how you disprove
> >>Goldbach's Conjecture with something as simple
> >>as saying that primes have no residue preference.
>
> > Please, Please, tell us how you disprove Goldbach's
> > Conjecture with something as simple as saying
> > that primes have no residue preference.
>
> Hah! That is just what the Mathematical Cabal would
> like, for James to make public his disproof of the
> Goldbach Conjecture. Then they can get to work
> suppressing it.
>
> (It stands to reason, of course, that the Cabal
> would be helpless to suppress something that has
> not been made public.)
>
> Jim Burns


THERE IS NO CABAL

(Report to your nonexistent supervisor)

On the other hand I suppressed six things that
had not been made public before breakfast this
morning.

- William Hughes
From: Ludovicus on
On 31 ene, 06:34, David C. Ullrich <ullr...(a)math.okstate.edu> wrote:

> ,...because the primes are not actually random in any sense that
> would make those arguments into actual proofs.
>

If the primes were random there are not possibility of actual proofs.
Ludovicus



From: Michael Stemper on
In article <kkpim51n7oc8ptg8m6ets0o9a6had6ks22(a)4ax.com>, David C. Ullrich <ullrich(a)math.okstate.edu> writes:
>On Tue, 02 Feb 2010 14:13:36 +0200, Aatu Koskensilta <aatu.koskensilta(a)uta.fi> wrote:
>>David C. Ullrich <ullrich(a)math.okstate.edu> writes:

>>> Of course Ullrich's Axiom, which states that GC is false, leads to a
>>> much simpler proof that GC is false.
>>
>>But is your axiom an "overwhelming one as mathematicians have been
>>working for years building up data in support of it"?
>
>Yes.
>
>Hah, bet you thought I wouldn't have an answer for that one, eh?

This "mathematics" stuff is easier than it looks. Maybe Barbie was wrong.

Excuse me while I go off and prepare my paper on the Reimann Hypothesis.

--
Michael F. Stemper
#include <Standard_Disclaimer>
2 + 2 = 5, for sufficiently large values of 2