David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Jack Alan Reynolds
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International Studies in the Philosophy of Science 22 (3):303 – 315 (2008)
It has been common wisdom for centuries that scientific inference cannot be deductive; if it is inference at all, it must be a distinctive kind of inductive inference. According to demonstrative theories of induction, however, important scientific inferences are not inductive in the sense of requiring ampliative inference rules at all. Rather, they are deductive inferences with sufficiently strong premises. General considerations about inferences suffice to show that there is no difference in justification between an inference construed demonstratively or ampliatively. The inductive risk may be shouldered by premises or rules, but it cannot be shirked. Demonstrative theories of induction might, nevertheless, better describe scientific practice. And there may be good methodological reasons for constructing our inferences one way rather than the other. By exploring the limits of these possible advantages, I argue that scientific inference is neither of essence deductive nor of essence inductive
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References found in this work BETA
Jonathan Bain (1998). Weinberg on QFT: Demonstrative Induction and Underdetermination. Synthese 117 (1):1-30.
Thomas Bonk (1997). Newtonian Gravity, Quantum Discontinuity and the Determination of Theory by Evidence. Synthese 112 (1):53-73.
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Citations of this work BETA
P. D. Magnus (2014). What Scientists Know Is Not a Function of What Scientists Know. Philosophy of Science 80 (5):840-849.
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