Multiple realization of quantum computation?
This entry was posted on 8/10/2007 12:34 PM and is filed under Neuroscience,Quantum Consciousness,Models,Computation and Logic.
A couple of weeks ago I went to this year's
TSC in Budapest. While I didn't enjoy it as much as I did last time in Copenhagen (though Budapest, even during a heat wave, was quite enjoyable), I liked some of the talks, as in the discussion, you can hear some hidden assumptions that aren't always spelled out in the printed versions. Now, Stuart Hameroff, as usual, was trying to sell his vision of microtubules realizing quantum computations. But his vision was so computational (he didn't have much time to dwell on the neutral monism speculation), that he got asked whether he accepts the fact that computational account of consciousness (be it quantum or not) commits him to the multiple realizability about consciousness. He replied that quantum theorists must bite the bullet, and say that in principle, consciousness can be multiply realized.
Now, as I tried to argue
in my paper in Budapest, it means that this is a purely computational view, i.e. the view that claims there is no other causal mechanism that would support consciousness. Now, if you have a large enough computer, you can change the scale of the "quantum-brain-computer", make it compute the right thing, and you'd have consciousness. Of course, there is some air of mystery around quantum computation (not everyone is really sure if it would be hypercomputation, if this is any computation at all), so it's pretty hard to say why you couldn't do the right computations on a standard computer (if it's fast enough), but in principle, or so it seems to me, you could get rid of the mysterious quantum microtubules and use some other standard computing mechanism. If so, then a question arises: why bother with all these quantum computation at all?
So a much safer position for a quantofile is to say that multiple realization is not possible, because you need a special quantum-something for consciousness, and this special something is not computational. (I'm not saying that this position is especially attractive but easier to defend against my argument.)