Dear Marc,
Physics deals with symmetries, forces and fields.
Mathematics deals with data types, relations and sets/categories.
I'm no physicist, so please correct me but IMHO:
Symmetries = relations
Forces - could they not be seen as certain invariances, thus also
relating to symmetries?
HI,
If all of the balls had been numbered unambiguously from 1 through
1,000,010, the statistical effect produced by Bostrom's ambiguous ball
7 would vanish.
Agreed. Also consider another version: do not name the balls in the
first urn 1 to 10, but with uniform random numbers of the
Le 27-nov.-07, à 05:47, [EMAIL PROTECTED] a écrit :
Geometric properties cannot be derived from
informational properties.
I don't see why. Above all, this would make the computationalist wrong,
or at least some step in the UDA wrong (but then which one?).
I recall that there is an
Le 26-nov.-07, à 20:22, George Levy a écrit :
Bruno
Yes I am particularizing things... But the end justifies the means.
I am being positivist, trying to express these rules as a function of
an observer. In any case, once the specific example is worked out, we
can fall back on the
Hi Mirek, Brent, Barry, David, ... and all those who could be
interested in the INTRO to Church thesis,
I have to go, actually. Just to prepare yourself to what will follow,
below are recent links in the list . It could be helpful to revise a
bit, or to ask last questions.
I will ASAP come
Dear Bruno,
thanks for your posts! I like them very much!
Looking forward to further stuff,
Günther
Bruno Marchal wrote:
Hi Mirek, Brent, Barry, David, ... and all those who could be interested
in the INTRO to Church thesis,
I have to go, actually. Just to prepare yourself to
Günther Greindl [EMAIL PROTECTED] wrote: If all of the balls had been
numbered unambiguously from 1 through
1,000,010, the statistical effect produced by Bostrom's ambiguous ball
7 would vanish.
Agreed. Also consider another version: do not name the balls in the
first urn 1 to 10, but with
On Nov 28, 1:18 am, Günther Greindl [EMAIL PROTECTED]
wrote:
Dear Marc,
Physics deals with symmetries, forces and fields.
Mathematics deals with data types, relations and sets/categories.
I'm no physicist, so please correct me but IMHO:
Symmetries = relations
Forces - could they not
On Nov 28, 3:16 am, Bruno Marchal [EMAIL PROTECTED] wrote:
Le 27-nov.-07, à 05:47, [EMAIL PROTECTED] a écrit :
Geometric properties cannot be derived from
informational properties.
I don't see why. Above all, this would make the computationalist wrong,
or at least some step in the UDA
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