Abstract
This paper discusses two challenges for a Boolean method for establishing constitutive regularity statements which, according to the regularity theory of mechanistic constitution, form the core of any mechanistic explanation in neuroscience. After presenting the regularity definition for the constitution relation and a methodology for constitutive inference, the paper discusses the problem of full variation of tested mechanistic factors and the problem of informational redundancy. A solution is offered for each problem. The first requires some adjustments to the original theory by introducing the technical notion of a set of types satisfying independent instantiability. The second one is resolved by demonstrating that the problem of informational redundancy is based on a confusion that fails to challenge the theory. It is concluded that the methodology of constitutive inference is consistent and plausible with respect to actual practice in neuroscience.
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Notes
See also Couch (2011).
Note that this understanding of constitution reflects what in metaphysics and philosophy of mind has been described as a “supervenience relation” (cf. McLaughlin and Bennett2008).
Compare this approach to the notion of specific variables as proposed in Spohn (2006).
The mereological theory presupposed here is General Extensional Mereology (GEM) as explicated by (Varzi 2009).
Note that, this reconstruction simplifies the target data used by Domes et al. was statistical and not binary. Neverthelss, the authors present the results in a binary way by describing the reaction levels as “higher” vs. “lower” and as “enhanced” vs. “normal” (Domes et al. 2007, 1188).
Note that in hypotheses M\(_{GC}^{M_{2}}\) and M\(_{GC}^{M_{2^{\ \prime }}}\), the expressions “X3” and “\(M_{3}\mathbf {X}_{3}^{\prime }\)” state exactly the same conditions; the latter merely makes more constituting mechanistic factors explicit than the former.
One may object that, since F3 is causally sufficient for F5 and F6, any manipulation of F5 will target F3 and therefore be a manipulation of F6 as well. Hence, no systematic variation is possible within the slice. Without going much into depth here, the implicit assumption in the text is that the interventions on types F5 and F6 required for the difference test will not have to involve a change in the causes of F5 and F6 but change them directly to bring about the situations for comparison. This ensures independent variation within a slice.
Lorenzo Casini (University of Geneva) presented this objection at the 3rd Annual Conference Society for the Metaphysics of Science at Fordham University in his “Comment on Harbecke”, 5th October 2017.
Note that the original objection formulated by Baumgartner and Gebharter (2016) and Baumgartner and Casini (2017) differs slightly from the one reconstructed here for my account as the original one focused on problems in Craver’s (2007) mutual manipulability account, which adapts a theory of causation by Woodward (2003). Nevertheless, both formulations of the objection share the same fundamental intuition.
Note that Gebharter (2017a) has recently promoted a concept of intervention that may mitigate the problem of fat-handedness interventions before it even arises.
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This article belongs to the Topical Collection: EPSA17: Selected papers from the biannual conference in Exeter
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Harbecke, J. Two challenges for a boolean approach to constitutive inference. Euro Jnl Phil Sci 9, 17 (2019). https://doi.org/10.1007/s13194-018-0238-0
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DOI: https://doi.org/10.1007/s13194-018-0238-0