On 05 Oct 2013, at 01:16, Russell Standish wrote:
On Fri, Oct 04, 2013 at 04:51:02PM +0200, Bruno Marchal wrote:
Read AUDA, where you can find the mathematical definition for each
pronouns, based on Kleene's recursion theorem (using the Dx = "xx"
trick, which I promised to do in term of numbers, phi_i, W_i, etc.
but 99,999% will find the use of them in UDA enough clear for the
reasoning. Yet, I have made AUDA as I was told some scientists were
allergic to thought experiments, and indeed studied only AUDA (and
got no problem with it).
Hi Bruno,
You meade this comment before, and I just passed over it, because it
didn't seem that relevant to the thread. I am familiar with your AUDA
from your Lille thesis, of course, but don't recall anywhere where you
discuss formalisation of pronouns.
Perhaps you do this in another treatment of the AUDA I haven't read?
Or perhaps
you have some slightly different idea in you mind that I'm missing?
Just wondering...
I thought I have explained this very often, but perhaps I have been
unclear, or took some understanding of Gödel 1931 for granted?
Bp (intended for its arithmetical interpretation, thus Gödel's
beweisbar) is the third person "I"; like in I have two legs, or like
in front of my code or body (scanned by the doctor). I refer often to
it by "3-I". This is standard self-reference.
Bp & p, is the knower, which plays the role of the first person in
AUDA. It is a solipsistic person unable to provide any definition or
name for who he is. It is the Plotinus universal soul, or the "inner
God" of the East. It is the non duplicable being which is unable to
"feel the split" in duplication experience. From his own perspective
he is not duplicable, not nameable, and not a machine (!).
The other hypostases are variant of those above. Normally Bp & Dt
should give a first person plural, and is as much nameable, and
definable in arithmetic than the 3-I. It is really the 3-I + a reality
(Dt).
The sensible person, in a reality is the knower + reality (Bp & p & Dt).
OK?
To sum up:
Bp = 3-I,
Bp & p = 1-I.
The Dt can be added, and just transform the provability into
probability (which needs ([]p -> <>p), in formal treatment).
Bruno
Cheers
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Prof Russell Standish Phone 0425 253119 (mobile)
Principal, High Performance Coders
Visiting Professor of Mathematics hpco...@hpcoders.com.au
University of New South Wales http://www.hpcoders.com.au
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