Mathematics for humans: Kant's philosophy of arithmetic revisited

European Journal of Philosophy 10 (3):328–352 (2002)
In this essay I revisit Kant's much-criticized views on arithmetic. In so doing I make a case for the claim that his theory of arithmetic is not in fact subject to the most familiar and forceful objection against it, namely that his doctrine of the dependence of arithmetic on time is plainly false, or even worse, simply unintelligible; on the contrary, Kant's doctrine about time and arithmetic is highly original, fully intelligible, and with qualifications due to the inherent limitations of his conceptions of arithmetic and logic, defensible to an important extent. (edited)
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DOI 10.1111/1468-0378.00165
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Robert Hanna (2005). Kant and Nonconceptual Content. European Journal of Philosophy 13 (2):247-290.
Kristina Engelhard & Peter Mittelstaedt (2008). Kant's Theory of Arithmetic: A Constructive Approach? [REVIEW] Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 39 (2):245 - 271.

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