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Philosophy of mathematics:

selected readings
Front Cover
Paul Benacerraf, Hilary Putnam
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Prentice-Hall, 1964 - Logic, Symbolic and mathematical - 536 pages

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Contents

INTRODUCTION
1
DISPUTATION
55
CONSCIOUSNESS PHILOSOPHY AND MATHEMATICS
78
Copyright

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Philosophy of Mathematics: Selected Readings
Philosophy of Mathematics: Selected Readings
Paul Benacerraf
Limited preview - 1983

Common terms and phrases

abstract entities accept analysis analytic analytic propositions assertion axiom of infinity axioms belong calculation classical mathematics concept F consistency construction containing continuum continuum hypothesis contradiction convention counting criterion defined definition empirical equinumerous example existence expressions fact false finite number finitist formal system formalist formula foundations of mathematics Frege function G. E. M. Anscombe geometry given Hilbert impredicative definitions inference infinite integers interpretation intuition intuitionism intuitionist kind language laws linguistic mathe mathematical propositions mathematicians matics matter means method natural numbers nominalistic notation notion number theory objects ontological ordinal number Peano's philosophical philosophy of mathematics physical platonistic possible postulates predicate primitive problem proof provable proved queer arithmetic question real numbers reason recursive relation result rules rules of inference Russell Russell's sense sentence sequence set theory statement suppose symbols synonymy theorem things tiles tion transfinite true variables W. V. Quine Wittgenstein words

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Bibliographic information

QR code for Philosophy of mathematics
TitlePhilosophy of mathematics: selected readings
Prentice-Hall philosophy series
EditorsPaul Benacerraf, Hilary Putnam
Edition2
PublisherPrentice-Hall, 1964
Original fromthe University of Michigan
Digitized14 Feb 2008
Length536 pages
SubjectsLogic, Symbolic and mathematical
Mathematics
  
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