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Torkel Franzen wrote:
> "JOG" <jog_at_cs.nott.ac.uk> writes:
>
> > So Godel's
> > stated that any recursive axiomatic system cannot be consistent and
> > complete.
>
> Not at all. There are lots of consistent and complete recursively
> axiomatized systems.
Right, Presburger arithmetic is one example.
>As usual, Godel's theorem is supremely
> irrelevant.
And, yes, G.T. is irrelevant. Received on Mon Dec 12 2005 - 10:39:32 CST
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