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- David Henderson (2005). Norms, Invariance, and Explanatory Relevance. Philosophy of the Social Sciences 35 (3):324-338.Descriptions of social norms can be explanatory. The erotetic approach to explanation provides a useful framework. I describe one very broad kind of explanation-seeking why-question, a genus that is common to the special sciences, and argue that descriptions of norms can serve as an answer to such why-questions. I draw upon Woodwards recent discussion of the explanatory role of generalizations with a significant degree of invariance. Descriptions of norms provide what is, in effect, a generalization regarding the kind of historically contingent system a group or society, a generalization with a significant degree of invariance. Key Words: explanation invariance norms social sciences erotetic laws.
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What makes for a good explanation of a persons actions? Their reasons, or soa natural reply goes. But how do reasons function as part of explanations, that is, within an account of the causes of action? Here philosophers divide concerning the logical relation in which reasons stand to actions. For, tradition holds, reasons evaluatively characterized must be causally inert, inasmuch as the normative features cannot be found in any account of the empirical/descriptive. To countenance reasons as causes thus seems to imply some degree of normative involvement in causal explanation. Mark Risjord opts for full normative involvement while David Henderson insistently denies a role to norms in explanation. Stueber occupies an intermediate position here. I question just whether there exists some "special" problem regarding norms, at least in the form which, I take it, all three of the authors I discuss assume there to be one. Key Words: reasons causes norms rules explanation.
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This paper describes an alternative to the common view that explanation in the special sciences involves subsumption under laws. According to this alternative, whether or not a generalization can be used to explain has to do with whether it is invariant rather than with whether it is lawful. A generalization is invariant if it is stable or robust in the sense that it would continue to hold under a relevant if it is stable or robust in the sense that it would continue to hold under a relevant class of changes. Unlike lawfulness, invariance comes in degrees and has other features that are well suited to capture the characteristics of explanatory generalizations in the special sciences. For example, a generalization can be invariant even if it has exceptions or holds only over a limited spatio-temporal interval. The notion of invariance can be used to resolve a number of dilemmas that arise in standard treatments of explanatory generalizations in the special sciences.
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