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Kitcher and Frege on A Priori Knowledge
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SummaryIn his book The Nature of Mathematical Knowledge and in a series of articles, Philip Kitcher attacks the traditional conception of a priori mathematical knowledge. The reliabilism he develops as an alternative situates all our knowledge within a psychological framework. However, in Frege’s Epistemology he claims that Frege’s conception of a priori knowledge is compatible with a psychological account. Kitcher attributes to Frege a traditional concept of proof, according to which mathematical and logical proofs are psychological activities. I shall argue that Kitcher’s interpretation conflicts with Frege’s anti-psychologistic injunction against confusing reasons with causes. Moreover, the psychological explanation obscures one of the most interesting features of a priori knowledge.
Title: Kitcher and Frege on A Priori Knowledge
Description:
SummaryIn his book The Nature of Mathematical Knowledge and in a series of articles, Philip Kitcher attacks the traditional conception of a priori mathematical knowledge.
The reliabilism he develops as an alternative situates all our knowledge within a psychological framework.
However, in Frege’s Epistemology he claims that Frege’s conception of a priori knowledge is compatible with a psychological account.
Kitcher attributes to Frege a traditional concept of proof, according to which mathematical and logical proofs are psychological activities.
I shall argue that Kitcher’s interpretation conflicts with Frege’s anti-psychologistic injunction against confusing reasons with causes.
Moreover, the psychological explanation obscures one of the most interesting features of a priori knowledge.
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