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  1. The nature of mathematical knowledge.Philip Kitcher - 1983 - Oxford: Oxford University Press.
    This book argues against the view that mathematical knowledge is a priori,contending that mathematics is an empirical science and develops historically,just as ...
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  • A priori knowledge.Philip Kitcher - 1980 - Philosophical Review 89 (1):3-23.
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  • Thought.Gilbert Harman - 1973 - Princeton, NJ, USA: Princeton University Press.
    Thoughts and other mental states are defined by their role in a functional system. Since it is easier to determine when we have knowledge than when reasoning has occurred, Gilbert Harman attempts to answer the latter question by seeing what assumptions about reasoning would best account for when we have knowledge and when not. He describes induction as inference to the best explanation, or more precisely as a modification of beliefs that seeks to minimize change and maximize explanatory coherence. Originally (...)
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  • Revisability, reliabilism, and a priori knowledge.Albert Casullo - 1988 - Philosophy and Phenomenological Research 49 (2):187-213.
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  • A priori Knowledge Revisited.Philip Kitcher - 2000 - In Paul Artin Boghossian & Christopher Peacocke (eds.), New Essays on the A Priori. Oxford, GB: Oxford University Press.
    a priori. Since I ended up defending an unpopular answer to this question—"No"—it’s hardly surprising that people have scrutinized the account, or that many have concluded that I stacked the deck in the first place. Of course, this was not my view of the matter. My own judgment was that I’d uncovered the tacit commitments of mathematical apriorists and that the widespread acceptance of mathematical apriorism rested on failure to ask what was needed for knowledge to be a priori . (...)
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