Hi Stephen,
>
>
> Ok, Robinson Arithmatic is " ... or Q, is a finitely axiomatized
> fragment of Peano arithmetic (PA). ...Q is essentially PA without
> the axiom schema of induction. Even though Q is much weaker than PA,
> it is still incomplete in the sense of Gödel."
> http://en.wiki
Hi Bruno,
- Original Message -
From: Bruno Marchal
To: everything-list@googlegroups.com
Sent: Thursday, May 14, 2009 10:35 AM
Subject: Re: 3-PoV from 1 PoV?
Hi Stephen,
On 13 May 2009, at 22:20, Stephen Paul King wrote:
snip
By relagating
Hi Stephen,
On 13 May 2009, at 22:20, Stephen Paul King wrote:
> Hi Bruno,
>
> I see the goal that you have, as best I can understand your
> writtings and discussions. I salute your valiant efforts. The ideas
> that I have expressed so far, such as those in this exchange, are
> merely
r its existence?
Kindest regards,
Stephen
- Original Message -
From: Bruno Marchal
To: everything-list
Sent: Wednesday, May 13, 2009 11:11 AM
Subject: Re: 3-PoV from 1 PoV?
Hi Stephen,
On 12 May 2009, at 19:53, Stephen Paul King wrote:
Falsifiab
Hi Stephen,
On 12 May 2009, at 19:53, Stephen Paul King wrote:
>
> Falsifiable bets. ;)
Not all. You bet the number zero makes sense, but you can hardly
refute this. You bet there is a reality, but you can't falsify this.
Falsifiability just accelerate the evolution of theories.
Wor
Hi Bruno,
Interleaving some comments.
- Original Message -
From: Bruno Marchal
To: everything-list@googlegroups.com ; Stephen Paul King
Sent: Sunday, May 10, 2009 1:51 PM
Subject: Re: 3-PoV from 1 PoV?
On 08 May 2009, at 17:49, Stephen Paul King wrote:
I
On 08 May 2009, at 17:49, Stephen Paul King wrote:
> I came upon the idea after considering how is it that the notion
> of an "objective reality" when we know for a fact that all of our
> knowledge does not come from any kind of direct contact with an
> "objective reality", at best it
Hi Bruno,
I came upon the idea after considering how is it that the notion of an
"objective reality" when we know for a fact that all of our knowledge does not
come from any kind of direct contact with an "objective reality", at best it is
infered. Leibniz' Monadology can be considered as a
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