On 6/14/2020 4:17 AM, Bruno Marchal wrote:

On 14 Jun 2020, at 05:43, 'Brent Meeker' via Everything List <[email protected] <mailto:[email protected]>> wrote:



On 6/10/2020 9:00 AM, Jason Resch wrote:


On Wednesday, June 10, 2020, smitra <[email protected] <mailto:[email protected]>> wrote:

    On 09-06-2020 19:08, Jason Resch wrote:

        For the present discussion/question, I want to ignore the
        testable
        implications of computationalism on physical law, and
        instead focus on
        the following idea:

        "How can we know if a robot is conscious?"

        Let's say there are two brains, one biological and one an exact
        computational emulation, meaning exact functional
        equivalence. Then
        let's say we can exactly control sensory input and perfectly
        monitor
        motor control outputs between the two brains.

        Given that computationalism implies functional equivalence, then
        identical inputs yield identical internal behavior (nerve
        activations,
        etc.) and outputs, in terms of muscle movement, facial
        expressions,
        and speech.

        If we stimulate nerves in the person's back to cause pain,
        and ask
        them both to describe the pain, both will speak identical
        sentences.
        Both will say it hurts when asked, and if asked to write a
        paragraph
        describing the pain, will provide identical accounts.

        Does the definition of functional equivalence mean that any
        scientific
        objective third-person analysis or test is doomed to fail to
        find any
        distinction in behaviors, and thus necessarily fails in its
        ability to
        disprove consciousness in the functionally equivalent robot
        mind?

        Is computationalism as far as science can go on a theory of mind
        before it reaches this testing roadblock?



    I think it can be tested indirectly, because generic
    computational theories of consciousness imply a multiverse. If
    my consciousness is the result if a computation then because on
    the one hand any such computation necessarily involves a vast
    number of elementary bits and on he other hand whatever I'm
    conscious of is describable using only a handful of bits, the
    mapping between computational states and states of consciousness
    is N to 1 where N is astronomically large. So, the laws of
    physics we already know about must be effective laws where the
    statistical effects due to a self-localization uncertainty is
    already build into it.


That doesn't follow.  You've implicitly assumed that all those excess computational states exist…

They exist in elementary arithmetic. If you believe in theorem like “there is no biggest prime”, then you have to believe in all computations, or you need to reject Church’s thesis, and to abandon the computationalist hypothesis. The notion of digital machine does not make sense if you believe that elementary arithmetic is wrong.

As I've written many times.  The arithmetic is true if it's axioms are.  But true=/=real.


I hear you! You are saying that the existence of number is like the existence of Sherlock Holmes, but that leads to a gigantic multiverse,

Only via your assumption that arithmetic constitutes universes.  I take it as a reductio.

with infinitely many Brent having the same conversation with me, here and now, and they all become zombie, except one, because some Reality want it that way?


which is then begging the question of other worlds.

You are the one adding a metaphysical assumption, to make some people whose existence in arithmetic follows from digital mechanism into zombie.

You're the one asserting that people "exist in arithmetic" whatever that may mean.

Brent


That is not different than invoking a personal god to claim that someone else has no soul, and can be enslaved … perhaps?

That the physical universe is not a “personal god” does not make its existence less absurd than to use a personal god to explain everything.

In fact, the very existence of the appearance of a physical universe, obeying some mathematics, is a confirmation of Mechanism, which predicts that *all* universal machine get that illusion/dream/experience. This includes the facts that by looking closely (below the substitution level), we find the many "apparent parallel computations" and that the laws of physics, which looks computable above that level, looks not entirely computable below it.

So, I think that you might be the one begging the question by invoking your own ontological commitment, without any evidences I’m afraid.

Bruno




Brent


    Bruno has argued on the basis of this to motivate his theory,
    but this is a generic feature of any theory that assumes
    computational theory of consciousness. In particular,
    computational theory of consciousness is incompatible with a
    single universe theory. So, if you prove that only a single
    universe exists, then that disproves the computational theory of
    consciousness. The details here then involve that computations
    are not well defined if you refer to a single instant of time,
    you need to at least appeal to a sequence of states the system
    over through. Consciousness cannot then be located at a single
    instant, in violating with our own experience. Therefore either
    single World theories are false or computational theory of
    consciousness is false.

    Saibal


Hi Saibal,

I agree indirect mechanisms like looking at the resulting physics may be the best way to test it. I was curious if there any direct ways to test it. It seems not, given the lack of any direct tests of consciousness.

Though most people admit other humans are conscious, many would reject the idea of a conscious computer.

Computationalism seems right, but it also seems like something that by definition can't result in a failed test. So it has the appearance of not being falsifiable.

A single universe, or digital physics would be evidence that either computationalism is false or the ontology is sufficiently small, but a finite/small ontology is doubtful for many reasons.

Jason
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