From owner-qed Sun Aug 14 12:44:51 1994
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Date: Sun, 14 Aug 94 18:43 BST
From: Thomas Forster <T.Forster@pmms.cam.ac.uk>
To: boyer@CLI.COM, qed@mcs.anl.gov
Subject: Re:  set theory
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The point is that type theory is unimplemented mathematics,
and set theory is implemented mathematics.  Which you want
depends on what you are trying to do.  Mostly (ask any 
mathematician!) you don't want set theory, but it does have
its uses.....
     Thomas Forster

