From: Scott R (jse885@spinn.net)
Date: Fri Apr 18 2003 - 02:21:57 BST
----- Original Message -----
From: "Trivik Bhavneni" <trivik@stwing.upenn.edu>
[Platt]> > > Is not Goedel's Theorem itself absolute?
> > It is only "absolute" within the system based on the axioms of
arithmetic.
[Scott]> > Change an axiom and it ceases to be a theorem.
>
[Trivik]> it is only a theorem in any system powerfull enough to provide a
user with
> operations which can be interpreted as addtion and multiplication (both).
> though it does not say much.
Well, I would say that it says that mathematics is forever open, and hence
an arena in which DQ can play.
- Scott
MOQ.ORG - http://www.moq.org
Mail Archives:
Aug '98 - Oct '02 - http://alt.venus.co.uk/hypermail/moq_discuss/
Nov '02 Onward - http://www.venus.co.uk/hypermail/moq_discuss/summary.html
MD Queries - horse@darkstar.uk.net
To unsubscribe from moq_discuss follow the instructions at:
http://www.moq.org/md/subscribe.html
This archive was generated by hypermail 2.1.5 : Fri Apr 18 2003 - 02:29:17 BST