Kitcher, P. (1975), ‘Kant and the Foundations of Mathematics’, Philosophical Review 84.1, blz. 23–50. Mac Lane, S. (1986), Mathematics: Form and Function, Berlijn <strong>en</strong> New York: Springer-Verlag. Kneebone, G.T. (1963), Mathematical Logic and the Foundations of Mathematics, Princeton: D. van Nortrand Company. Moore, G.H. (1982), Zermelo’s Axiom of Choice. It’s origins, developm<strong>en</strong>t and influ<strong>en</strong>ce, Berlijn <strong>en</strong> New York: Springer Verlag. Muller, F.A. (1998), Structures for Everyone, Amsterdam: A. Gerrits & Son. Parsons, C. (1964), ‘Infinity and Kant’s Conception of Possible Experi<strong>en</strong>ce’, Philosophical Review 73.2, blz. 182–197. Parsons, C. (1983), ‘Kant’s Philosophy of Arithmetic’, in: Mathematics in Philosophy, C. Parsons, New York: Cornell University Press, blz. 188–149. Parsons, C. (1984), ‘Arithmetic and the Categories’, Topoi 3, 109–12<strong>1.</strong> Posey, C. (2008), ‘Intuition and Infinity: A Kantian Theme with Echoes in the Foundations of Mathematics’, Royal Institute of Philosophy Supplem<strong>en</strong>t 63, blz. 165–193. Rescher, N. (1981), ‘On the Status of Things in Themselves in Kant’, Synthese 47, blz. 289–299. Risjord, M. (1990), ‘S<strong>en</strong>sible Foundations for Mathematics: A Def<strong>en</strong>ce of Kant’, Studies in the History and Philosophy of Sci<strong>en</strong>ce, 2<strong>1.</strong>1, blz. 123–143. Risjord, M. (1991), ‘Further Reflections on the S<strong>en</strong>sible Foundations for Mathematics’, Studies in the History and Philosophy of Sci<strong>en</strong>ce, 22.4, blz. 665–672. Russell, B. (1897), An Essay on the Foundations of Geometry, Cambridge: Cambridge University Press. Shabel, L. (2006), ‘Kant’s Philosophy of Mathematics’, in: The Cambridge Companion to Kant and Modern Philosophy, P. Guyer (ed.), Cambridge: Cambridge University Press, blz. 94–128 Strawson, P.F. (1966), The Bounds of S<strong>en</strong>se. An Essay on Kant’s Critique of Pure Reason, London: Methu<strong>en</strong> & Co. Wittg<strong>en</strong>stein, L. (1922), Tractatus Logico-Philosophicus, London: Kegan Paul, Tr<strong>en</strong>ch, Trubner & Co. Wagon, S. (1985), The Banach-Tarski Paradox, Cambridge: Cambridge University Press. Young, J.M. (1984), ‘Construction, Schematism and Imagination’, Topoi 3, blz. 123–13<strong>1.</strong> 26
Contactgegev<strong>en</strong>s F.A. Muller [correspond<strong>en</strong>t] f.a.muller@uu.nl Faculteit der Wijsbegeerte Erasmus <strong>Universiteit</strong> Rotterdam <strong>en</strong> Instituut voor Geschied<strong>en</strong>is <strong>en</strong> Grondslag<strong>en</strong> der Natuurwet<strong>en</strong>schapp<strong>en</strong> <strong>Universiteit</strong> <strong>Utrecht</strong> Budapestlaan 6, IGG, kamer 3.08 3584 CD <strong>Utrecht</strong> Thekla Teunis T.Teunis@stud<strong>en</strong>ts.uu.nl Mathematisch Instituut <strong>Universiteit</strong> <strong>Utrecht</strong> WiskundeGebouw, Budapestlaan 6 3584 CD <strong>Utrecht</strong> 27