On 08 Oct 2015, at 00:22, Brent Meeker wrote:



On 10/7/2015 3:15 PM, Bruno Marchal wrote:

On 07 Oct 2015, at 23:08, Brent Meeker wrote:



On 10/7/2015 11:55 AM, Quentin Anciaux wrote:


2015-10-07 20:46 GMT+02:00 Brent Meeker <[email protected]>:


On 10/7/2015 4:12 AM, Bruno Marchal wrote:
But here Clark contradicts all the textbook on the subject. In fact all what John Clarks says here is that you cannot get a physical object from an arithmetical computations, which is trivial, but does not prove the existence of the physical object, as physical is a relative relational notion in arithmetic.
Those type of argument are only the usual knocking on the table.

Which is very good evidence for the existence of a physical object.

But it is no evidence at all about the ontological status of such object

It's ontological state is "exists". Bruno wrote above, "...does not prove the existence of the physical object, as physical is a relative relational notion in arithmetic." My point is that you don't have prove the existence of physical objects from Peano's axioms - there's much stronger evidence readily available.


No, that is evidence for stable information pattern. It is at best evidence for a sharable dream. And we want explain that stability without invoking a mysterious ontologically prior matter.

But it's not mysterious, it's a simple inference from everybody being able to knock on the same table.

Again, that is evidence for a 3p-sharable, or 1p-plural sharable reality. not for the presence of primary matter or physicalism.




It's much less mysterious than infinite calculations by an abstract process that calculates infinitely many things.

You need only to understand/accept 0, 1, 2, 3, ..., addition and multiplication, and Church-Turing thesis or definition.






We want extract its appearance by the computations which solves the measure problem. Step 8 does not give much choice. using ostentation works in physics, not in metaphysics, except to test the physical part of some metaphysics in which physics is explained. With comp, I don't see any other way to explain a relation between what we are conscious of and consciousness.

They're both made of matter and its relations.

But how could that matter introduces a first person difference for equivalent computations? If there is a difference, it means the level of substitution was wrong, or that there is no such level and computationalism is false.

The situation can be compared with Bohmian QM. Why introduce special particles with definite localization when from the person points of view will not make any difference? Why introduce metaphysical stuff that we cannot comprehend to only avoid looking at a testable theory?

If empirical physics is violated by S4Grz1, X1* and Z1*, then we *would* have some evidences that something like primitive matter might exist or that we belong to a "perverse simulation à-la Boström".

Primitive or primary aristotelian matter is like ether in special relativity, it introduces difficulties, and has no other rôle than ideology, it seems to me.

Bruno




Brent

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http://iridia.ulb.ac.be/~marchal/



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