What If the Principle of Induction Is Normative? Formal Learning Theory and Hume’s Problem

References

• Chalmers , A. F. 1999 . What is this thing called science? , 3rd ed. , Indianapolis, IN : Hackett .
   Google Scholar
• Chart , D. 2000 . Schulte and Goodman’s riddle . British Journal for the Philosophy of Science , 51 : 147 – 149 .
   Google Scholar
• Godfrey‐Smith , P. 2003 . Goodman’s problem and scientific methodology . Journal of Philosophy , 100 : 573 – 590 .
   Web of Science ®Google Scholar
• Goldman , A. 1999 . Knowledge in a social world , New York : Oxford University Press .
   Google Scholar
• Goodman , N. 1954 . Fact, fiction, and forecast , Cambridge, MA : Harvard University Press .
   Google Scholar
• Hayek , A. and Hall , N. 2002 . “ Induction and probability ” . In The Blackwell guide to the philosophy of science , Edited by: Machamer , P. and Silberstein , M. 149 – 172 . Oxford : Blackwell .
   Google Scholar
• Howson , C. 2000 . Hume’s problem: Induction and the justification of belief , Oxford : Oxford University Press .
   Google Scholar
• Hume , D. 1978 . A treatise of human nature , Oxford : Oxford University Press .
   Google Scholar
• Hume , D. 2008 . An enquiry concerning human understanding , New York : Oxford University Press .
   Google Scholar
• Israel , R. 2004 . Two interpretations of grue—Or how to misunderstand the new riddle of induction . Analysis , 64 : 335 – 339 .
   Google Scholar
• Juhl , C. 1994 . The speed‐optimality of Reichenbach’s straight rule of induction . British Journal for the Philosophy of Science , 45 : 857 – 863 .
   Google Scholar
• Kelly , K. 1991 . Reichenbach, induction, and discovery . Erkenntnis , 35 : 123 – 149 .
   Google Scholar
• Kelly , K. 1996 . The logic of reliable inquiry , Oxford : Oxford University Press .
   Google Scholar
• Kelly , K. 2007 . A new solution to the problem of simplicity . Philosophy of Science , 74 : 561 – 573 .
   Web of Science ®Google Scholar
• Kelly , K. 2008 . “ Five questions ” . In Epistemology: 5 questions , Edited by: Hendricks , V. F. and Pritchard , D. H. 191 – 209 . Copenhagen : Automatic Press .
   Google Scholar
• Ladyman , J. 2002 . Understanding philosophy of science , London : Routledge .
   Google Scholar
• Lange , M. 2002 . Okasha on inductive scepticism . Philosophical Quarterly , 52 : 226 – 232 .
   Google Scholar
• Lange , M. 2004 . Would ‘direct realism’ resolve the classical problem of induction? . NoÛs , 38 : 197 – 232 .
   Google Scholar
• Martin , E. and Osherson , D. 1998 . Elements of scientific inquiry , Cambridge, MA : MIT Press .
   Google Scholar
• Norton , J. D. 2003 . A material theory of induction . Philosophy of Science , 70 : 647 – 670 .
   Web of Science ®Google Scholar
• Okasha , S. 2001 . What did Hume really show about induction? . Philosophical Quarterly , 51 : 307 – 327 .
   Web of Science ®Google Scholar
• Okasha , S. 2003 . Probabilistic induction and Hume’s problem: A reply to Lange . Philosophical Quarterly , 53 : 419 – 424 .
   Google Scholar
• Okasha , S. 2005 . Does Hume’s argument against induction rest on a quantifier‐shift fallacy? . Proceedings of the Aristotelian Society , 105 : 253 – 271 .
   Google Scholar
• Reichenbach , H. 1938 . Experience and prediction , Chicago, IL : University of Chicago Press .
   Google Scholar
• Reichenbach , H. 1949 . The theory of probability , Berkeley : University of California Press .
   Google Scholar
• Russell , B. 1961 . The basic writings of Bertrand Russell, 1903–1959 , Edited by: Egner , R. and Denonn , L. New York : Simon & Schuster .
   Google Scholar
• Salmon , W. C. 1967 . The foundations of scientific inference , Pittsburgh, PA : University of Pittsburgh Press .
   Google Scholar
• Schulte , O. 1999a . The logic of reliable and efficient inquiry . Journal of Philosophical Logic , 28 : 399 – 438 .
   Google Scholar
• Schulte , O. 1999b . Means–ends epistemology . British Journal for the Philosophy of Science , 50 : 1 – 31 .
   Google Scholar
• Schulte , O. 2000 . What to believe and what to take seriously: A reply to David Chart concerning the riddle of induction . British Journal of the Philosophy of Science , 51 : 151 – 153 .
   Google Scholar
• Schurz , G. 2008 . The meta‐inductivist’s winning strategy in the prediction game: A new approach to Hume’s problem . Philosophy of Science , 75 : 278 – 305 .
   Google Scholar
• Schwartz , R. 2005 . A note on Goodman’s problem . Journal of Philosophy , 102 : 375 – 379 .
   Google Scholar
• Steel , D. 2009 . Testability and Ockham’s razor: How formal and statistical learning theory converge in the new riddle of induction . Journal of Philosophical Logic , 38 : 471 – 489 .
   Google Scholar
• van Fraassen , B. 2000 . The false hopes of traditional epistemology . Philosophy and Phenomenological Research , 60 : 253 – 280 .
   Web of Science ®Google Scholar