Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem
From: Brian Quincy Hutchings (QncyMI_at_netscape.net)
Date: 10/06/04
- Next message: Alan Sagan: "Re: How to do magic with infinity"
- Previous message: Robert Low: "Re: How to do magic with infinity"
- In reply to: Charlie-Boo: "Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Next in thread: Barb Knox: "Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Reply: Barb Knox: "Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Reply: Charlie-Boo: "Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Messages sorted by: [ date ] [ thread ]
Date: 6 Oct 2004 15:06:54 -0700
the liar "paradox" is just the result of not considering time
"in the equation;" it is simply decategorized, as they say.
this is the same as with his Village Barber "paradox."
what is a "wff?"
chvol@aol.com (Charlie-Boo) wrote in message news:<3df1e59f.0410050421.187eb478@posting.google.com>...
> The Liar Paradox is the following metamathematical theorem applied to
> English:
>
> Theorem 1 ("This is not true."): No system can enjoy all of the
> following properties:
> 1. The provability predicate is expressible.
> 2. Negation is expressible.
> 3. Substitution is expressible. (S-M-N theorem)
> 4. The system (every wff) is consistent.
> 5. The system (every wff) is decidable.
--ils duces d'Enron!
http://larouchepub.com
- Next message: Alan Sagan: "Re: How to do magic with infinity"
- Previous message: Robert Low: "Re: How to do magic with infinity"
- In reply to: Charlie-Boo: "Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Next in thread: Barb Knox: "Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Reply: Barb Knox: "Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Reply: Charlie-Boo: "Re: Deep Thoughts # 17: Liar Paradox is a Formal Metamathematical Theorem"
- Messages sorted by: [ date ] [ thread ]
Relevant Pages
|