On Fri, Apr 28, 2017 at 7:17 PM, Brent Meeker <meeke...@verizon.net> wrote:
>
>
> On 4/27/2017 11:46 PM, David Nyman wrote:
>
>
>
> On 27 Apr 2017 11:12 p.m., "Brent Meeker" <meeke...@verizon.net> wrote:
>
> Sure.  Here's the last exchange:
>
> Davic: As far as the contradiction is concerned, I think you've found it for
> yourself. You've said many times that the number 2 has no independent
> existence but must depend on there being 2 things. IOW, you take the view
> that numbers are inferred only secondarily from objects which, broadly, is
> the intuitionist position on mathematics. Fine, if so for numbers, then
> equally so for computation. If computation is at root an inference from the
> relations between objects, and at the same time one holds that consciousness
> supervenes on those inferred relations, then one has reasoned oneself around
> in a circle, and not a virtuous one at that. Is it really intelligible to
> say that your mind supervenes on a set of secondary relations that are
> themselves nothing other than a product of its own powers of inference?
>
> Brent: But on that account they are not "nothing other than" - the are
> instantiated computational relations.
>
> David: Sorry, Brent, that doesn't help. AFAICT you're just dodging my point.
> Could you respond in a way that isn't merely a verbal flourish?
>
> You didn't explain what point I was dodging.  You said, "Is it really
> intelligible to say that your mind supervenes on a set of secondary
> relations that are themselves nothing other than a product of its own powers
> of inference?"  And insofar as I understand that, it seems to say
> computationalism is incoherent because it would imply that mental constructs
> supervene on themselves.  First, that's not what I said.  I pointed out that
> I said they supervened on physical instantiation of computation.  Second, I
> don't see that saying mental constructs supervene on other mental constructs
> is incoherent.  There could be a hierarchy of self-reflection.
>
>
> It's your use of the word instantiated that's the dodge. The only work that
> word is doing in context is to assume what is demanding an explanation. The
> whole question is precisely whether physical objects indeed "instantiate"
> computation in a manner that could be shown to make a real difference to
> anything, which is to say a difference that doesn't reduce to a mere
> redescription of an existing physical state of affairs. And the point then
> is that, if your notion of computation is inextricably bound to fundamental
> physical action, the relevant physical states continue to evolve one into
> another without the necessity of the merest notion of computation.
>
>
> So your complaint is that I'm assuming a kind of emergence in which
> computation emerges from physical processes and in your view is that this is
> an illegitimate notion of computation because it's bound to physical
> actions.  Is that right?  I would point out that Bruno supposes computation
> to be emergent in arithmetic; even though it's just numbers satisfying
> equations.
>
>
> You're right, I think, to be looking for recursive explanation; that
> computation permits an unlimited hierarchy of recursion is indeed its
> utility in the subject under discussion. But the hierarchy has to be
> anchored in the relevant relations in the first place, which are
> definitevely computational not physical.
>
>
> First, I deny that there is a hierarchy of explanation that has to be
> anchored.  Second, the question of what is the ontology of the world is
> theory dependent.
>
> Once that is established in the theory then of course what starkly demands
> explanation is the extraction of characteristically physical relations
> within, as you elegantly put it, a hierarchy of self-reflection. Of course
> this is an open question not a solution, although as Bruno points out, there
> are some promising early indications.
>
>
> There are also some falsifications - which are passed off as "everything
> happens - just not here".
>
> And, lest the point be lost, should definitive contradiction be found in
> this direction, so much the worse for computationalism as a theory of mind.
>
> Anyway, there you have both the contradiction and the reversal in a
> nutshell. By the way, given the recent references to the alternative
> assumption of an "external world", I feel I ought to point out that physics
> has surely already shown us unequivocally that there is no such thing. The
> most probing investigations have resulted only in the purely mathematical
> formulation of a deterministically evolving state of affairs that is nothing
> like the concrete perceptual world of inter-subjective agreement within
> which we perceive and act.
>
>
> It is perfectly consistent with, and predictive of, the concrete perceptual
> world - modulo neurocognition.  Physics (in the broad sense) accounts very
> accurately for everything up to inputs to the brain.  Darwinian evolution
> accounts for some of what happens then, but not in much detail.  I think AI
> will eventually, not solve the "hard problem", but dissolve it.

I agree that once AI reaches human-level, we should treat it as a
person and assume consciousness.

I don't see how this dissolves the hard problem, though. Suppose such
an AI exists now. What changes?

Telmo.

> Brent
>
>
> The open question is then: how can it be that, under such conditions, a
> concrete world *appears* to exist and how can such substantial appearances
> be brought into principled alignment with what physics is describing? Your
> hierarchy of self-reflection surely recommends itself in this regard, but I
> feel honour bound to say that Bruno is pointing to a logically necessary
> point of entry into that maze. Always assuming (and never forgetting) a
> prior assumption of the computational theory of mind, of course.
>
> David
>
>
>
>
> Brent
>
>
> On 4/27/2017 9:35 AM, David Nyman wrote:
>
> Brent: We've just been through (again) finding there is no
> contradiction between physics and arithmetic.  Your answer seems to be
> that physics can be an illusion of digital thought, therefore primary
> physics is otiose.  But thought can't be a consequence of physics
> because....well you just don't see how it could be.
>
> That's a bit quick. I've explained both the reversal and the
> incompatibility. Then either you don't respond or your response
> suggests you haven't grasped the point. Care to try again?
>
> David
>
> On 27/04/2017, Brent Meeker <meeke...@verizon.net> wrote:
>
> On 4/27/2017 12:54 AM, Bruno Marchal wrote:
>
> If there is a primary physical reality, you have to explain how it
> drives the arithmetical consciousness flux. But how could it do that?
> If it does it in a digitally simulable way, it cannot work (because
> that is done in arithmetic too)
>
> We've just been through (again) finding there is no contradiction
> between physics and arithmetic.  Your answer seems to be that physics
> can be an illusion of digital thought, therefore primary physics is
> otiose.  But thought can't be a consequence of physics because....well
> you just don't see how it could be.
>
> Brent
>
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