On 20 Jan 2014, at 18:23, meekerdb wrote:

On 1/20/2014 12:15 AM, Bruno Marchal wrote:

On 19 Jan 2014, at 21:07, meekerdb wrote:

On 1/19/2014 2:43 AM, Bruno Marchal wrote:
I also find it unlikely that the subst level is above the quantum level. Or at least I think that if it's at the quantum level then we can guarantee that the duplication arguments would work (assuming we could duplicate objects at that level, which we can't due to a fundamental principle...!)

It can, just above that level. And also below, because the UD does not need to duplicate your body, only the part of the body doing the computations, and so the UD needs only to prepeare the multiple copies, so the UD argument go through at step seven, even if the subst level is below the quantum uncertainty level.

There is not only the level of substitution, there is the scope.

I include the scope in the level, usually invoking the "generalized brain".



When you say 'yes' to the doctor, the doctor is only going to replace a part of you and leave the rest of the world intact.

By definition, it replaces your generalized brain (that is the whole part of the universe that you need to simulate at some right level, to let the consciousness invariant). If you think that your consciousness supervene on your biological brain + the galaxy, let it be. It makes step 1-6 harder to imagine, but not invalid, and that should be clear at step 7, because the UD will go infinitely often through your state, no matter how the scope is large and the level is low, as long as it exists (and it exists as we assume comp).




But the rest of the world also contributes to your computation. When you write, "only the part of the body doing the computations" you are implicitly ignoring computation done in other parts of your body -

Not at all. I don't even exclude a priori that we might simulate the entire observable or even non observable physical universe. The reasoning does not depend on the choice of the level/scope, only that it exists (and then is Turing emulable).



which may not be important for mathematical theorizing but may be important for deciding to take your finger out of the fire. This is the source of my dissatisfaction with the MGA. It implicitly assumes you can cut off this interface between "the part of you doing computations" and the rest of the world by anticipating all the possible interface events. I don't think that can be done.

If such cut-off cannot be done, then comp is false or the level is so low that we have to simulate the entire physical universe at some level. If that simulation does not exist, then comp is false. If it exists, then it is done infinitely often in arithmetic, and the reasoning go through. OK?

Yes, I understood that. But I think that scope of the simulation must be very large. If it is essentially the physical universe then it seems to me that means there is no distinction between simulated and real.

They are not distinguishable by a machine, but they might still conceivably be different. Peter Jones, would say that the non emulated one is real, the emulated one is fiction. Of course he needs to reify "matter".



The simulated physics is the same as real physics in a different world. Yet a significant part of your thesis is that the (conscious?) mind is independent of the physics and can be realized in different physics.

Not at all. Actually the direct contrary. Yes, comp implies that there is a level of substitution such that I would not see the difference after the substitution, but then the whole UDA explains that this makes the physical laws invariant for all possible computational mind.




That's the inference you draw from saying "yes" to the doctor.

Yes.



I'm challenging the validity of that inference.

Then the game, is that you have to find a flaw. or to prove that there is a contradiction between the premise and the conclusion, like it seems you argue here.



I think part of one's confidence in saying "yes" relies on the fact that whatever the doctor does it's going to function within your old physics.

Yes, and the reasoning shows that this intuition is jeopardized indeed, so some people just abandon comp because they think that we have got a contradiction. But that is just a feeling. On the contrary, (and you are close to the conclusion) here, comp will work because the laws of physics will appear to be the same for all machines. We will never leave our old physics. On the contrary we will justify them as theorem in arithmetic, so they become more "solid" in some sense.

Bruno



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



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