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Cathy's avatar

Hi Justin

What I meant by saying the theorem only applies to physicalism theories, not to systems, is that strictly we cannot define what we are dealing with unless we formalize it in terms of some theory. In other words there is no formalizable equivalence between theories and the things they model. So strictly we cannot say anything one way or the other about reality itself, we can only make models and test them. So the answer to your question depends on whether you think there can exist physical systems which cannot be modelled. It's a little like the Church-Turing thesis.

Thanks for reading the paper.

Cathy

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Cathy's avatar

For another example of a no-go theorem relating to consciousness, please see my preprint

https://arxiv.org/abs/2307.10178

I would be interested in your views.

Cathy R

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