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Re: Godel Goofed? Nope.
Quantum_Cat wrote:
> Hiya, Cooter.
>
> *>> Oh goodie! You fell into it good this time! ;)
> *>>
> *>> Take the statements:
> *>>
> *>> The following sentence is false
> *>> The previous sentence is true
> *>>
> *>> Each of those statements fits your criteria. They both have an "Object
> *>that this
> *>> Statement Specifically refers to, for the Truth Value to be Attached"
> *>>
> *>> They are therefore well formed according to your rule.
> *>>
>
> *>You Err.
>
> Hey... I went with what you said. If you aren't sufficiently coherent, that
> would be your error. ;)
>
> *>I claimed that {having an object} was a necessary condition to forming a
> *>statement,
>
> The object is there (the other sentence). The truth value was also attached. ;)
>
> *>I did not claim that it was a sufficient condition...
>
> The only other condition you've asserted has be that "All statements must be
> about something", which I demonstrated to be false. Mathematical statements just
> are. You are getting your meanings for statements confused.
>
All statements must be about something, yet
every sentence that is about something is
not necessarily a statement, simple non sequitur
error on your part... Besides in the two sentence
version of the Liar Paradox we really only
have a slightly more convoluted case of the same
problem, we still actually lack an object to
attach the truth value...
>
> Let's see.
>
> The following statement is true.
> 1+2=3
>
> 1+2=4
> The previous statement is false.
>
> Here, the statements follow the rules for well formed strings. When they are
> interpreted symbol by symbol, they yield grammatical sentences.
>
> The following statement is true.
> The previous statement is false.
>
> Removal of the intervening mathematical statements does not diminish that they
> are well formed. You're asserting again, and shooting blanks. ;)
>
An incorrect analogy, in the first case there was
no self reference, and the latter case there
was self reference with one level of indirection...
Remember pointers in "C" ?
>
> Quantum_Cat