Schirn, Matthias (Editor)
Clarendon Press
Physical Details: xii + 638 pp.; notes; index
Description Contents: Benacerraf, Paul: What mathematical truth could not be--I. Hale, Bob: Is Platonism epistemologically bankrupt? Field, Hartry: Do we have a determinate conception of finiteness and natural number? Shapiro, Stewart: Logical consequence: Models and modality. Chihara, Charles: Tarski's thesis and the ontology of mathematics. Maddy, Penelope: Naturalizing mathematical methodology. Burgess, John P.: Occam's razor and scientific method. Hellman, Geoffrey: Beyond definitionism--but not too far beyond. Resnik, Michael D.: Holistic mathematics. Parsons, Charles: Finitism and intuitive knowledge. Niebergall, Karl-Georg, Schirn, Matthias: Hilbert's finitism and the notion of infinity. Detlefsen, Michael: Constructive existence claims. Wright, Crispin: On the harmless impredicativity of N= (“Hume's Principle”). Michael Drummett: Neo-Fregeans: In bad company? Wright, Crispin: Response to Dummett. Boolos, George, Heck, Richard G.: Die Grundlagen der Arithmetik. Heck, Richard G.: The finite and the infinite in Frege's Grundgesetze der Arithmetik. Tait, W.W.: Zermelo's conception of set theory and reflection principles. Simons, Peter: Structure and abstraction. Fine, Kit: The limits of abstraction.
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