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What to Believe and What To Take Seriously

A Reply to David Chart Concerning the Riddle of Induction

Bibliographic Data

ID11512188
AuthorsOliver Schulte (0000-0002-2805-4313, University of Alberta, corresponding author)
Year2000
Volume51
Issue1
Pages151-153
Publication date2000-03-01
Open AccessNo
TypeARTICLE
VenueThe British Journal for the Philosophy of Science (JOURNAL)
Journal identifiersISSN: 0007-0882 • E-ISSN: 1464-3537
PublisherUniversity of Chicago Press (PUBLISHER • US)
DOI10.1093/bjps/51.1.151
OpenAlexW2051639661
LanguageEN
References cited5

ts the fact that depending on the space of alternative hypotheses, means-ends analysis may select a different hypothesis on the same evidence: "all emeralds are green" in my Goodmanian Riddle, and "all emeralds are grue" in his. To my mind, his example proves that means-ends epistemology is not biased towards green-blue rather than grue-bleen. (A formal demonstration that means-ends analysis is language-invariant for all inductive problems appears in my paper "The Logic of Reliable and Efficient Inquiry" [Schulte 99].) Chart, however, concludes that "means-ends epistemology does not resolve Goodman's problem". That depends on what one takes Goodman's problem to be. If the problem is to find the right inference for a given set of alternative hypotheses and a given piece of evidence, means-ends analysis applies. Chart suggests that instead, we should "ask ... about the problem-space within which it [a hypothesis] is cast". It seems that the problem he is raising is what should count a pr

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  • The structure of scientific revolutions

    Dennis Holland, Thomas S Kuhn•La Structure des révolutions…•1976

  • The Logic of Scientific Discovery

    Karl R Popper, Karl Popper et al.•Physics Today•1959

  • Means-Ends Epistemology

    Oliver Schulte•The British Journal for the…•1999

Highly citedNo

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