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From: Ostap Bender on 3 Jun 2010 04:20
On Jun 2, 11:50 pm, "|-|ercules" <radgray...(a)yahoo.com> wrote:
> Nobody will answer the Poll on uncountable infinity
>
> because it demonstrates that Cantor's proof is ridiculous.
>
> They don't acknowledge my simplest computer model, proof of the possible
> existence of a halting algorithm, or Godel disproof that it has any influence
> on the capability of formal computer systems.
>
> Turing, Halt, Godel and Cantor all disproved by me!

And yet, humankind will remember their names for centuries, while
nobody will ever pay attention to your "disproof".
From: |-|ercules on 3 Jun 2010 05:34
"Ostap Bender" <ostap_bender_1900(a)hotmail.com> wrote
> On Jun 2, 11:50 pm, "|-|ercules" <radgray...(a)yahoo.com> wrote:
>> Nobody will answer the Poll on uncountable infinity
>>
>> because it demonstrates that Cantor's proof is ridiculous.
>>
>> They don't acknowledge my simplest computer model, proof of the possible
>> existence of a halting algorithm, or Godel disproof that it has any influence
>> on the capability of formal computer systems.
>>
>> Turing, Halt, Godel and Cantor all disproved by me!
>
> And yet, humankind will remember their names for centuries, while
> nobody will ever pay attention to your "disproof".

Nah I just read the bible in this motel room, it said Lord God will be recognized
for his great power and strength.

Here's the Poll questions if you want to dispute me and keep praising Cantor
for showing you the paradise of higher infinity as you call it.


1/ is there a box that contains the numbers of all the boxes that don't contain their own number?

and

2/ Can the result of 1/ be used to prove the existence of higher infinities?


Herc
From: Langevinger66 on 3 Jun 2010 07:45
On 3 jun, 11:34, "|-|ercules" <radgray...(a)yahoo.com> wrote:
> "Ostap Bender" <ostap_bender_1...(a)hotmail.com> wrote
>
> > On Jun 2, 11:50 pm, "|-|ercules" <radgray...(a)yahoo.com> wrote:
> >> Nobody will answer the Poll on uncountable infinity
>
> >> because it demonstrates that Cantor's proof is ridiculous.
>
> >> They don't acknowledge my simplest computer model, proof of the possible
> >> existence of a halting algorithm, or Godel disproof that it has any influence
> >> on the capability of formal computer systems.
>
> >> Turing, Halt, Godel and Cantor all disproved by me!
>
> > And yet, humankind will remember their names for centuries, while
> > nobody will ever pay attention to your "disproof".
>
> Nah I just read the bible in this motel room, it said Lord God will be recognized
> for his great power and strength.
>
> Here's the Poll questions if you want to dispute me and keep praising Cantor
> for showing you the paradise of higher infinity as you call it.
>
> 1/ is there a box that contains the numbers of all the boxes that don't contain their own number?
>
> and
>
> 2/ Can the result of 1/ be used to prove the existence of higher infinities?
>
> Herc

:-)
From: David C. Ullrich on 3 Jun 2010 10:17
On Thu, 3 Jun 2010 01:20:33 -0700 (PDT), Ostap Bender
<ostap_bender_1900(a)hotmail.com> wrote:

>On Jun 2, 11:50�pm, "|-|ercules" <radgray...(a)yahoo.com> wrote:
>> Nobody will answer the Poll on uncountable infinity
>>
>> because it demonstrates that Cantor's proof is ridiculous.
>>
>> They don't acknowledge my simplest computer model, proof of the possible
>> existence of a halting algorithm, or Godel disproof that it has any influence
>> on the capability of formal computer systems.
>>
>> Turing, Halt, Godel and Cantor all disproved by me!
>
>And yet, humankind will remember their names for centuries, while
>nobody will ever pay attention to your "disproof".

True. But his name has _already_ been remembdered for centuries.


From: |-|ercules on 3 Jun 2010 16:15
"dannas" <invalid(a)invalid.com> wrote
>> Do you accept Cantor's powerset proof of higher infinities?
>
> no such thing, "Cantor's powerset proof of higher infinities", please try to
> be precise.

Everyone in these newsgroups knows exactly what proof I'm talking about (bar aus.tv)
and the worldwide beliefs that entail, including the result that an uncountable infinity
exists that is larger than 1,2,3,4...oo infinity!

Herc
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