On Sun, Feb 22, 2015 at 5:32 PM, meekerdb <[email protected]> wrote:

>  On 2/22/2015 2:52 PM, Jason Resch wrote:
>
>
>
> On Sun, Feb 22, 2015 at 3:17 PM, meekerdb <[email protected]> wrote:
>
>>  On 2/22/2015 9:19 AM, Bruno Marchal wrote:
>>
>>
>>  On 21 Feb 2015, at 02:50, meekerdb wrote:
>>
>>  On 2/20/2015 8:54 AM, Bruno Marchal wrote:
>>
>>
>>  QM + collapse is inconsistent (with a great variety of principle, like
>> computationalism, God does not play dice, no spooky actions, etc.).
>>
>>
>> Principles of Platonist faith.
>>
>>
>>  You don't need any faith to disbelieve in the opportunity to invoke
>> magical thing in the explanation.
>>
>>  It is up to those who make extraordinary claims to provide the
>> evidences.
>>
>>
>>  Computationalism is an extraordinary claim.
>>
>
> For it to be extraordinary, it would have to be beyond ordinary. However
> computationalism isn't just ordinary but its the majority opinion among
> philosophers of mind.
>
>
> Not as Bruno uses it: That all computations exist Platonically and
> instantiate all possible thoughts - and a lot of other stuff.
>


That's arithmetical realism, not computationalism. However, to believe in
the notion of Turing machines or Turing emulability requires assuming at
least something like the peano axioms.


>
>
>
>> That some things may happen at random isn't.
>>
>>
>  If random events were so common, why has no scientist ever detected a
> conclusively objectively random phenomenon?
>
>
> How do you know that?  Has any scientist ever detected anything
> "conclusively and objectively".
>

Because if they did it would overturn some physical theory and be big news,
because so far all successful physical theories have been deterministic.


> There are a lot of scientist who have studied the statistics to quantum
> phenomena to see if they agree with the Born rule - and so far they do.
>

The usefulness or applicability of statistics doesn't imply objective
randomness.


>
>   Why is every phenomenon among all theories in physics is deterministic
>
>
> If they aren't we call them "geography" or "symmetry breaking".
>
>   (with the notable exception of wave-function collapse (which Everett
> showed can be explained as a deterministic phenomenon without having to
> assume it as a separate postulate/phenomenon beyond the deterministic,
> linear and reversible equations of QM))?
>
>
> Except that you do have to assume a separate postulate.  Either you assume
> the Born rule assigns probabilities, or you must assume infinitely many
> parallel worlds and show somehow that branch counting recovers the Born
> rule.
>

It remains to be seen whether a separate postulate is required or if the
Born rule can be derived from the existing postulates.

Jason




>
>
>
>   It is a theorem of comp, also. The many worlds, in his relative state
> formulation, is already a consequence of computationalism.  By church
> thesis, *all* computations are emulated in all possible ways in elementary
> arithmetic, with a typical machine-independent redundancy: it makes the
> notion of "world" formulable,
>
>
> Does it?  What's the definition of a world in comp?
>
>
>
>  It is a model of "my beliefs", assuming I am consistent (so that such a
> model exist).
>
>
>  That would comport with quantum bayesianism.
>
>
>  You can handle the world by notion like maximal consistent sets of
> formula, which in this case can have oracle like answering W or M when
> opening a door after a self-duplication. A world can satisfy a belief like
> "I belief in PA and I am currently located at Washington".
>
>
>  But those are just words.  Does Washington have to exist in a world?  Or
> just propositions containing "Washington".  Without some referents every
> two propositions not of the form "X and not-X" will be consistent.  "I'm in
> Washington." and "I'm in Moscow." are consistent unless we have a theory of
> existence in spacetime and some referents for "Washington" and "Moscow".
>
>
 It looks like you prefer "many words" over "many worlds":
http://arxiv.org/abs/quant-ph/9709032

It is argued that since all the above-mentioned approaches to
nonrelativistic quantum mechanics give identical cookbook prescriptions for
how to calculate things in practice, practical-minded experimentalists, who
have traditionally adopted the ``shut-up-and-calculate interpretation'',
typically show little interest in whether cozy classical concepts are in
fact real in some untestable metaphysical sense or merely the way we
subjectively perceive a mathematically simpler world where the Schrodinger
equation describes everything - and that they are therefore becoming less
bothered by a profusion of worlds than by a profusion of words.

 Jason


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