On 7/24/2019 2:50 AM, Bruno Marchal wrote:
On 23 Jul 2019, at 00:12, 'Brent Meeker' via Everything List
<[email protected]
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On 7/22/2019 7:28 AM, Bruno Marchal wrote:
The only one I know for a fact to exist.
Nobody can know that a world exist. You would know that you are
consistent, making you inconsistent.
A confusion of "know" and "prove”.
?
On the contrary. What I said has been derived (like the whole machine
theology) from the distinction between knowledge ([]p & p) and
belief/prove/assume ([]p).
Hmm, I think you are confusing “world” (nobody can prove that such a
thing exist, nor know that such a thing exist) and consciousness, that
nobody van prove that such a thing exists, but that everybody can know
that it exists).
No. You are assuming that you can only have knowledge of p if you also
have proof []p. This is essentially rejecting empirical knowledge and
instead assumes that there some axioms on which []p can be based.
A consequence of assuming knowledge requires proof...in direct
contradiction to your definition of consciousness which is defined in
terms of immediate knowledge.
Knowledge requires proof,
Nonsense. That's what I mean by your "definition" of consciousness does
not at all comport with actual experience of consciousness. What would
your proof be based on? Proofs are only relative to axioms and rules of
inference.
because the Theatetus’ sort of knowledge is limited to rational knowledge
?? I suspect your idea of "rational knowledge" does not comport with
anyone's idea of rational/since/ Theatetus.
, and is defined by ([]p & p). It is when a belief/assumption is true.
The immediate knowledge is in the “immediate mode” obtained from the
nuance ([]p & <>t & p).
G* proves that all modes are equivalent, and that the machine cannot
be aware of that equivalence, and that it obeys different logic.
There is one truth, the sigma_1 arithmetical truth, and very different
modes of handling that truth, the true mode, the belief mode, the
knowledge mode, the observable modes and the sensible modes.
Bruno
Brent
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