Steiner versus Wittgenstein
Theoria 20 (3):347-352 (2005)
| Abstract | Mark Steiner criticizes some remarks Wittgenstein makes about Gödel. Steiner takes Wittgenstein to be disputing a mathematical result. The paper argues that Wittgenstein does no such thing. The contrast between the realist and the demonstrativist concerning mathematical truth is examined. Wittgenstein is held to side with neither camp. Rather, his point is that a realist argument is inconclusive | |||||||||
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Charles Sayward (2005). Steiner Versus Wittgenstein: Remarks on Differing Views of Mathematical Truth. Theoria 20 (3):347-352.
Mark Steiner (2001). Wittgenstein as His Own Worst Enemy: The Case of Gödel's Theorem. Philosophia Mathematica 9 (3):257-279.
Charles Sayward (2001). On Some Much Maligned Remarks of Wittgenstein on Gödel. Philosophical Investigations 24 (3):262–270.
Juliet Floyd (2001). Prose Versus Proof: Wittgenstein on Gödel, Tarski and Truth. Philosophia Mathematica 9 (3):280-307.
Juliet Floyd (2002). Prosa Versus Demonstração: Wittgenstein Sobre Gödel, Tarski E a Verdade. Revista Portuguesa de Filosofia 58 (3):605 - 632.
Mark Steiner (2009). Empirical Regularities in Wittgenstein's Philosophy of Mathematics. Philosophia Mathematica 17 (1):1-34.
Wolfgang Huemer (2012). Misreadings: Steiner and Lewis on Wittgenstein and Shakespeare. Philosophy and Literature 36 (1):229-237.
Alexander Rosenberg (1989). Russell Versus Steiner on Physics and Causality. Philosophy of Science 56 (2):341-347.
Francesco Berto (2009). The Gödel Paradox and Wittgenstein's Reasons. Philosophia Mathematica 17 (2):208-219.
Mark Steiner (2000). Mathematical Intuition and Physical Intuition in Wittgenstein's Later Philosophy. Synthese 125 (3):333-340.
Danièle Moyal-Sharrock (2009). Introduction to Proceedings Issue of The Third Wittgenstein. Philosophia 37 (4):557-62.
Tim Labron (2009). Wittgenstein and Theology. T & T Clark.
Anthony Kenny (2006). Wittgenstein. Blackwell Pub..
Hilary Putnam (2006). Bays, Steiner, and Wittgenstein's “Notorious” Paragraph About the Gödel Theorem. Journal of Philosophy 103 (2).
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