Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- From: MoeBlee <jazzmobe@xxxxxxxxxxx>
- Date: Fri, 15 Aug 2008 16:05:14 -0700 (PDT)
On Aug 15, 3:08 pm, Nam Nguyen <namducngu...@xxxxxxx> wrote:
MoeBlee wrote:
On Aug 15, 2:30 pm, Nam Nguyen <namducngu...@xxxxxxx> wrote:
he point is we should *discuss* and
compare them for strengths and weakness, in a way that wold help us to better
reasoning, moving forward. Wouldn't you think so?
I just gave you my next bit in the discussion:
"when you're finished, and I've agreed to abide by your definitions,
I'll make up a new set of definitions, with new words like "latlology'
and define them with regard to semantics."
What say you to that?
Since you've not presented "latlology" in enough details, since face-prima
"latlology" truths seem isomorphic to canonical truths, since I've started
talking about my "project" first, why don't we compare the strengths and
weaknesses of my syntactical project (which isn't that different from the
syntacticalism part of Hilbert's program), and move on from there?
This is wearying. I don't see any point at all to your project. But I
at least offered the discussion point that if I agreed to all your new
definitions then I'd make new ones to replace the words you took over.
And I've asked you how that comfits with your project. If you're
sincere about a conversation, then please address my question.
Specifically, in the related thread "Godel cant tell us what makes a
mathematical statement true", you said:
> Of course, Those formulations of Godel's results that refer to 'truth'
> would of course have a different meaning if you changed the definition
> of 'true'.
Why don't we re-evaluate and compare Godel's results through the framework
he used (viz-a-viz the canonical arithmetic truth system) and my syntactical
truth system?
Because it's not interesting. It's not interesting to ponder what
happens to the statement, "All dogs are mammals" if we change the
definition of 'dog' to 'electric can opener'. If I want to address the
question of whether all electric can openers are mammals, I can just
as well do that directly rather than first redefine the word 'dog'.
MoeBlee
.
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- Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: Scott
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: MoeBlee
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: Scott
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: Chris Menzel
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: Scott
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: herbzet
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- From: Nam Nguyen
- Re: Looking for Undecidable Propositions in Systems without a certainamount of arthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamount of arthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
- From: Nam Nguyen
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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