- #36
Q_Goest
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There are two disparate assumptions here.
Assumption #1: "Free will is endowed by indeterminism."
- If you can prove that, and if you further assume that free will is a feature of consciousness, you have proven that consciousness is not computational, that it relies on quantum mechanics and that quantum mechanics is indeterminate. I say this because no other known natural phenomenon can provide for indeterminate processes.*
Assumption #2: "Free will is endowed by determinate processes."
- If you can prove that, and if you further assume that free will is a feature of consciousness, you have proven that one of the most contensious features of consciousness is determinate which would imply, but not prove, that consciousness is computational.
Would you agree? How can one prove either case? It doesn't seem like there's a resolution to be had, because in the end, the results of what you have proven speak volumes about consciousness itself. You'll need more than a good argument if you're to prove either. You need a theory which can examine the phenomenon analytically and determine if it is possible or not.
Personally, I think the best you can do is to suggest free will is a feature of consciousness, and attempt to disprove/prove that. But that seems like an axiom as opposed to something which needs to be proven. You could also create definitions around that assumption, such as what I've suggested earlier, that free will is the sensation of making a decision, and one can then argue whether that sensation feels as if it is determinate or not, but not if it is truly determinate or not. Certainly the sensation feels 'random', but can you also say that the sensation feels indeterminate? It seems the argument is based on a gut feel regarding this sensation - more than any strict logic which can be built upon to prove either case.
*Note: Yes, MF, I know, I know. <grin> Determinism/indeterminism is beyond our ability to know because of non-local hidden variables, etc… We must however make the assumption that if we prove something is indeterminate, then we've also proven indeterminacy exists and the most likely candidate is QM.
Assumption #1: "Free will is endowed by indeterminism."
- If you can prove that, and if you further assume that free will is a feature of consciousness, you have proven that consciousness is not computational, that it relies on quantum mechanics and that quantum mechanics is indeterminate. I say this because no other known natural phenomenon can provide for indeterminate processes.*
Assumption #2: "Free will is endowed by determinate processes."
- If you can prove that, and if you further assume that free will is a feature of consciousness, you have proven that one of the most contensious features of consciousness is determinate which would imply, but not prove, that consciousness is computational.
Would you agree? How can one prove either case? It doesn't seem like there's a resolution to be had, because in the end, the results of what you have proven speak volumes about consciousness itself. You'll need more than a good argument if you're to prove either. You need a theory which can examine the phenomenon analytically and determine if it is possible or not.
Personally, I think the best you can do is to suggest free will is a feature of consciousness, and attempt to disprove/prove that. But that seems like an axiom as opposed to something which needs to be proven. You could also create definitions around that assumption, such as what I've suggested earlier, that free will is the sensation of making a decision, and one can then argue whether that sensation feels as if it is determinate or not, but not if it is truly determinate or not. Certainly the sensation feels 'random', but can you also say that the sensation feels indeterminate? It seems the argument is based on a gut feel regarding this sensation - more than any strict logic which can be built upon to prove either case.
*Note: Yes, MF, I know, I know. <grin> Determinism/indeterminism is beyond our ability to know because of non-local hidden variables, etc… We must however make the assumption that if we prove something is indeterminate, then we've also proven indeterminacy exists and the most likely candidate is QM.