On 2 April 2015 at 18:37, Bruno Marchal <[email protected]> wrote:

> I don't think it's impossible to prove comp true. If comp were not true then
> it would be possible to make partial zombies. If partial zombies are
> possible then there would be no difference between you having qualia or
> lacking qualia, which is equivalent to saying consciousness does not exist;
> not just that it is epiphenomenal but that it isn't there at all. So if
> consciousness exists, comp must be true.
>
>
> That reasoning might asses that comp or your functionalism is provable, but
> comp, as I defined it, use Church-thesis (if only to get a universal
> dovetailer), and this gives one way to refute comp: to find a function that
> human can compute, but no computer could. It is hard to imagine, but it is
> logically possible (that is why attempt to refute CT continue to be made).

If the brain utilises non-computable functions then CT is false and it
will not be possible replace part of the brain with a computer, so
comp is false. However, what you call "my" fuctionalism is a superset
of comp, and it may still be possible to replace part of the brain
with a device incorporating a hypercomputer, or even a magical device
animated by God, and preserve consciousness. It is my contention that
the only requirement is that this device replicates the I/O behaviour
of the part of the brain that it replaces, and any associated
consciousness will follow necessarily.

> Then as I said, anosognosia might make conceivable partial zombiness, making
> consciousness "non-existing", I could agree with this, but the partial
> zombie might not agree in the sense that it would say: no, my consciousness
> has not changed (despite some god could say, yes, the volume of its
> consciousness has drop 1/2, but he can't see that as he is amnesic of its
> precedent volume of consciousness. Again, this is close to non-sense to me,
> and eventually I might think that (comp v functionalism) is provable.
> Interesting point. I will dig on this ... hoping to find sometime. I have to
> go. Note that (comp v functionalism(yours) = functionalism(yours). It is not
> Putnam functionalism (which is comp, even with some "high" level
> substitution level).
> You seem going to change my mind on something about comp/functionalism.
>
> Bruno
>
>
>
>
> --
> Stathis Papaioannou
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Stathis Papaioannou

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