Abstract
This chapter offers a taste of some central issues concerning dispositions and response-dependence theories. The first part focuses on the conditional analysis of dispositions and the problem posed by finkish, masked and mimicking counterexamples. The second treats the relationship between dispositions and their bases, and summarises some of the central argument types relevant to the assessment of this issue. The third part provides an overview of response-dependence theories. It also contains a brief discussion of some questions that connect the three themes of the chapter. These concern conditional fallacy problems for response-dependence theses, the relationship between dispositional and subjunctive formulations of response-dependence theses, and the implications for (dispositional) response-dependence theses of which view one takes on dispositions in general.
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This formulation is taken from Lewis (1997). It does not cover all dispositions; some adjustment would be needed to accommodate e.g. dispositions to elicit certain responses in other beings and things, or dispositions for which no particular stimulus is specifiable (e.g. radioactive decay). But it will do for current purposes.
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Martin (1994), p. 3. In a bit more detail, the example is this: A wire has the dispositional property of being live iff it is the case that if the wire were touched by a conductor, electrical current would flow through it to the conductor. But Martin’s ‘electro-fink’ switches off the electricity whenever such contact is made.
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The example is due to Johnston (1992). Johnston coined the term ‘masking’ and was the first to present masking cases as problems for the conditional analysis of dispositions.
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Lewis (1997), p. 158.
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I am indebted to Crispin Wright for discussion and suggestions about these issues.
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Lewis’s discussion of masking cases (1997, pp. 152–153) has been interpreted in many ways, none of which seem to solve the problem. See e.g. Choi (2003).
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Prior et al. (1982), p. 253.
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For a statement of this argument (though for colours, not dispositions), see Johnston (1992), pp. 135–136.
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Kripke (1972), pp. 144–155.
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Again, based on Prior et al. (1982), pp. 253–254.
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Wright (1992), appendix to Ch. 3, pp. 108–139.
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See Devitt (2006) for an argument – in my view, an unsuccessful one – that this claim is false.
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Wright (1992), app. to Ch. 3.
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I argue elsewhere (Gundersen 2006) that Pettit would do better without the biconditionals, and that they can’t be a priori for his version of response-dependence.
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In the following, I rely on my own work on response-dependence, rather than summarising common ground from the literature. All points are elaborated in Gundersen (2006).
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Finkish counterexamples pose a challenge to any theory based on theses of the form P ↔ (Q □→ R), where □→is a subjunctive conditional, and where Q’s becoming the case could make it the case that not P, so that R would not follow if Q occurred. For a general treatment of such ’conditional fallacy’ problems, see Shope (1978).
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For another standard example, Johnston’s chameleon, see Johnston (1992), p. 231, and (1993), p. 119.
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See Blackburn (1993) for an interesting alternative.
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For example the ‘univocity’ objection raised and discussed by Wright (1992), pp. 125–127.
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What about maskers and mimickers? Such cases would not be ruled out by Wright’s move. However, masking and mimicking cases do not present specific problems for response-dependence theses, since they can presumably be avoided by appropriate specifications of the favourable conditions. Or, at any rate, maskers and mimickers are not harder to rule out than other perturbing factors that must be ruled out by the specifications of the favourable conditions. But this is an issue too large to be treated here.
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Thanks to Lars Bo Gundersen and Crispin Wright for many inspiring discussions of the subjects treated in this paper.
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Gundersen, E.B. (2010). Dispositions and Response-Dependence Theories. In: Poli, R., Seibt, J. (eds) Theory and Applications of Ontology: Philosophical Perspectives. Springer, Dordrecht. https://doi.org/10.1007/978-90-481-8845-1_6
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