Ii. the origin of Frege's realism
Inquiry 24 (4):448 – 454 (1981)
| Abstract | An explanation of Frege's change from objective idealism to platonism is offered. Frege had originally thought that numbers are transparent to reason, but the character of his Axiom of Courses of Values undermined this view, and led him to think that numbers exist independently of reason. I then use these results to suggest a view of Frege's mathematical epistemology. | |||||||||
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Ivan Welty (2011). Frege on Indirect Proof. History and Philosophy of Logic 32 (3):283-290.
Richard G. Heck & Robert May (forthcoming). Truth in Frege. In M. Glanzberg (ed.), Oxford Handbook of Truth. Oxford University Press.
Tyler Burge (1998). Frege on Knowing the Foundation. Mind 107 (426):305-347.
Michael Dummett (1976). I. Frege as a Realist. Inquiry 19 (1-4):455-468.
Øystein Linnebo (2003). Frege's Conception of Logic: From Kant to Grundgesetze. Manuscrito 26 (2):235-252.
Hans D. Sluga (1977). Frege's Alleged Realism. Inquiry 20 (1-4):227 – 242.
Gregory Currie (1983). I. Interpreting Frege: A Reply to Michael Dummett. Inquiry 26 (3):345 – 359.
Michael Dummett (1982). Objectivity and Reality in Lotze and Frege. Inquiry 25 (1):95 – 114.
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