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Stephen Yablo

Print publication date: 2014

Print ISBN-13: 9780691144955

Published to University Press Scholarship Online: October 2017

DOI: 10.23943/princeton/9780691144955.001.0001

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date: 13 December 2017

Extrapolation and Its Limits

Extrapolation and Its Limits

Chapter:
(p.131) 8 Extrapolation and Its Limits
Source:
Aboutness
Author(s):

Stephen Yablo

Publisher:
Princeton University Press
DOI:10.23943/princeton/9780691144955.003.0009

If A implies B, then is there always something that we can point to as what A adds to B? The logician, or logical engineer, says yes. The mysterian says no. To get a bead on the issue, this chapter distinguished four types of extrapolation: inductive, as in Hume, projective, as in Goodman, alethic, as in Kripkenstein, and type 4, as in Wittgenstein's “conceptual problem of other minds” and his example of 5 o'clock on the sun. Logical subtraction is understood, to begin with, as type 4 extrapolation. AB is the result of extrapolating A beyond the bounds imposed by B. The question is whether this can always be done.

Keywords:   logician, mysterian, inductive extrapolation, projective extrapolation, alethic extrapolation, type 4 extrapolation, aboutness, logical substraction

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