Mathematical Intuition

In The nature of mathematical knowledge. Oxford: Oxford University Press (1983)
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Abstract

If we are to obtain a priori mathematical knowledge by following proofs, then we have to be able to have a priori knowledge of the axioms. This chapter examines the major accounts of how such knowledge might be gained. It is argued that all these accounts fail.

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reprint Kitcher, Philip (1985) "Mathematical Intuition". In Kitcher, Philip, The Nature of Mathematical Knowledge, pp. 49-64: OUP Usa (1985)

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Philip Kitcher
Columbia University

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Construction and Constitution in Mathematics.Mark van Atten - 2010 - New Yearbook for Phenomenology and Phenomenological Philosophy 10 (1):43-90.

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