Analytic Philosophy

The Dogmatism Puzzle Undone

Publication typeJournal Article
Publication date2024-10-07
scimago Q1
SJR0.428
CiteScore1.1
Impact factor0.6
ISSN21539596, 2153960X
Abstract
ABSTRACT

According to the dogmatism puzzle, for any S and any p, if S knows that p, then she is entitled to be dogmatic about p, and so disregard any evidence against p, for she knows that (or is in a position to know that) that evidence is misleading. But this seems clearly problematically dogmatic. The standard solution to the dogmatism puzzle involves appealing to the view that acquiring new evidence (even misleading evidence) can undermine one's knowledge that p. That is why one cannot rightly disregard any future evidence against p. This solution to the dogmatism puzzle has come to be called “the defeat solution.” Maria Lasonen‐Aarnio has recently argued, however, that the defeat solution leaves unsolved a partial defeat version of the dogmatism puzzle, where some subject acquires weak misleading evidence against p, but, since it is weak, it does not rob her of knowledge that p. Lasonen‐Aarnio argues that solving this partial defeat version of the dogmatism puzzle requires those who endorse the defeasibility of knowledge to either go dogmatist or reject an extremely plausible principle that she calls “Entitlement” (roughly, for any S and any e, if S knows that evidence e is misleading, then S can rightly disregard e). In this paper, however, I argue that defeasibilists face no such challenge from any version of the dogmatism puzzle, since the dogmatism puzzle, in both its original and partial defeat form, rests on an assumption that we have very good reason to think is mistaken. Specifically, the assumption that, for any S and any p, if S knows that p, then S knows (or is in a position to know) that any evidence against p is misleading. I further argue that rejecting this assumption also yields a neat solution to the dogmatism puzzle involving intention originally proposed by Saul Kripke and recently adapted by R.E. Fraser.

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