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"Causal powers from a metaphysical point of view"

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Anonymous Anonymous said...

Thank you so much for this generous and thoughtful post, Dan. One thing about the "irreducible" stipulation -- and maybe a second about emergence. When I say that powers are irreducible I don't mean to say that there are no composite (but non-emergent) powers, i.e., complex powers that could be decomposed into their simpler-powers parts. Such powers would be different in kind from emergent powers, by which I mean powers that are more than the sum total of other powers. I think that there are entities, loosely speaking at least, that are simply pluralities (rather than emergent wholes), so I don't know why the same thing couldn't be true at the level of properties. At least I don't know why offhand. What I do mean, when I say that powers are irreducible, is that powers do not reduce to categorical properties, or categorical properties plus laws. The claim that they do is one made more by Humean analytic metaphysicians than by sociologists or even Humean philosophers of social science, I think. On emergence, meanwhile, I don't think I'd want to say that a belief in powers commits one to a belief in emergence. If one thinks that powers are emergent vis-a-vis categorical properties, then yes, emergence will come along with powers because all powers will be emergent. But many people who believe in powers are so-called "pandispositionalists"; they think that *all* properties are powers. Mumford is someone like this. And many if not most people who believe in powers *&* in categorical properties don't think that powers are *emergent* vis-a-vis categorical properties. Brian Ellis is someone like this, who believes in both, and sees them as entirely different species of property. I do think that a belief in powers makes it easier in some ways to argue for the existence of emergent phenomena (phenomena that are not themselves powers, but are bearers of powers), but I don't think that a commitment to irreducible dynamism (i.e., to powers that don't reduce to properties that are not powers) *entails* a commitment to emergence. Hope that clarifies more than muddies! Thank you again for this lovely post.

Warmly,
Ruth

October 23, 2013 at 10:13 PM

Anonymous Anonymous said...

Hi again, Dan. I see another way in which we may not actually disagree. When I object to causation being defined in terms of regularity, I don't mean to be objecting to the idea that genuinely causal connections - which I see as the expression of powers under given conditions - may occur every single time. I think it depends upon the powers in question whether or not they generate regularities -- but some certainly do. And I agree that observing (often after having artificially produced) such regularities has a significant epistemic role to play in figuring out what can do what, what causes what. My objection, and as I understand you I think you agree with this, is to the idea that what causation *is* is regularity. As opposed to some kind of doing. If you agree with this, then I misconstrued your intended use of regularity in that formulation of yours that I criticized, and I should have put you in with the real causal powers-style causal mechanism proponents (e.g., Cartwright, Bhaskar). I suspect that this is so, but I'd be curious to hear what you say. Thank you again for your post. It's wonderful to get to talk about these issues with you.

Warmly,
Ruth

October 24, 2013 at 1:52 AM

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