On 15 Jan 2014, at 20:44, meekerdb wrote:
On 1/15/2014 12:29 AM, Bruno Marchal wrote:
On 14 Jan 2014, at 22:39, LizR wrote:
On 15 January 2014 10:29, Terren Suydam <terren.suy...@gmail.com>
wrote:
condescending dismissal in 3... 2... 1...
Teehee.
Not a condescending dismissal in anyone else's mind, however, just
more hand-waving nonsense that only Edgar could possibly think is
a dismissal.
This is fun, in a masochistic sort of way, but I am starting to
miss discussions with some real meat in them.
Ahaaaa ... Me too :)
Ready for a bit of (modal) logic? That is needed for the Solovay
theorem, exploited heavily in the AUDA ...
I'd like to know what the existence of non-standard models of
arithmetic, especially the finitist ones, implies for comp?
All non-standard models are infinite. They does not play any direct
roles, except for allowing the consistency of inconsistency. A model
which satisfies Bf has to be non standard. A proof of "false" needs to
be an infinite "natural numbers", and it has an infinity of
predecessors (due to the axiom saying that 0 is unique in having no
predecessors).
Bruno
Brent
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