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7 - Kripke on Logicism, Wittgenstein, and De Re Beliefs about Numbers

Published online by Cambridge University Press:  05 June 2012

Alan Berger
Affiliation:
Brandeis University, Massachusetts
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Summary

Besides giving an overview of Kripke’s rather original proposal concerning these three topics, I intend to discuss the evolution of Kripke’s thinking about Wittgenstein. Kripke tells us that his thinking about the topics was “dialectical,” meaning that various initial ideas that he had were taken back, though they contributed to the “final synthesis.” I find a similar dialectical thinking in Kripke about Wittgenstein himself; Kripke has devoted much thought to Wittgenstein’s philosophy over the years, and I detect an evolution in his thoughts on Wittgenstein. In my opinion, in the present work – which is not presented as exegetical – Kripke succeeds best in penetrating Wittgenstein’s “mindset,” despite (what I see as) deep ideological differences of the kind which tend to impede sympathetic reconstruction.

I am not surprised at Wittgenstein’s fascination for Kripke, by the way. I have always marveled at the deep similarities in their approaches to philosophy. It is said that Wittgenstein compared philosophy to diving underwater: the deeper you go, the harder it gets. Kripke, too, castigates philosophers who are glib: “Now, I disagree with this attitude because what it means is that he confidently says that because he, Dennett, cannot think of the distinction it doesn’t exist. I mean, well that may be true of him, but at any rate in my own case I think I am a bit slower and that philosophy is slow and that if a distinction is used there may be something to be ferreted out there, even though the philosophers have not thought about it.”

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Saul Kripke , pp. 160 - 176
Publisher: Cambridge University Press
Print publication year: 2011

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References

Benacerraf, Paul 1965 What numbers could not bePhilosophical Review 74 47CrossRefGoogle Scholar
Boolos, George 1987 On Being and Saying: Essays for Richard CartwrightThomson, J. J.CambridgeMIT PressGoogle Scholar
Boolos, George 1998 Logic, Logic, and LogicCambridgeHarvard University PressGoogle Scholar
Demopoulos, William, editor 1995 Frege’s Philosophy of MathematicsCambridgeHarvard University PressGoogle Scholar
Frege, Gottlob 1980 The Foundations of Arithmetic: A Logico-mathematical Enquiry into the Concept of NumberAustin, J. L.Evanston, IllNorthwestern University PressGoogle Scholar
Kielkopf, Charles F 1970 The HagueMouton
Kripke, Saul 1980 Naming and NecessityCambridgeHarvard University PressGoogle Scholar
Kripke, Saul A 1982 Wittgenstein on Rules and Private LanguageCambridgeHarvard University PressGoogle Scholar
Malcolm, Norman 1984 Ludwig Wittgenstein: A MemoirOxfordOxford University PressGoogle Scholar
Morton, AdamStich, Stephen P. 1996 Benacerraf and His CriticsOxfordBlackwell
Steiner, Mark 1975 Mathematical KnowledgeIthaca and LondonCornell University PressGoogle Scholar
Steiner, Mark 1996 Benacerraf and His CriticsMorton, A.Stich, S. P.OxfordBlackwellGoogle Scholar
Wittgenstein, Ludwig 1968 Philosophical InvestigationsAnscombe, G. E. M.OxfordBasil BlackwellGoogle Scholar
Wittgenstein, Ludwig 1976 Wittgenstein’s Lectures on the Foundation of MathematicsDiamond, C.IthacaCornell University PressGoogle Scholar
Wittgenstein, Ludwig 1978 Remarks on the Foundations of MathematicsVon Wright, G. H.Rhees, R.Anscombe, G. E. M.CambridgeMIT PressGoogle Scholar

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