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An Historical Introduction to the Philosophy of Mathematics A Reader

By: Material type: TextTextPublication details: London Bloomsbury Publishing 2016Description: 815pISBN:
  • 9781472525673
Subject(s): DDC classification:
  • N54.1 M334
Partial contents:
part I Ancients Pythagoras, Parmenides, and Zeno`s Paradoxes .......5 Plato......30 Aristotle .........67 Part 2 Moderns The raionalists ...99 The Empiricists....156 Kant.........210 Part 3. Nineteenth and early twentieth centuries Mill....247 Cantor`s Transfinites ....282 Logicism ........292 Formalism ....351 Intuitionism........376 Converntionalism ..405 Wittgenstein........440 Godel`s Theorems ...457 Part 4. Contemporary views The benacerraf problem................474 The indispensability argument......505 Benacerraf`s number puzzle and structuralism .....574 Modalism .............613 Fictionalism .........647 Apriorism.... ..647
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Item type Current library Call number Status Date due Barcode
Books Books DVK Library Stack -> Second Floor -> N N54.1 M334 (Browse shelf(Opens below)) Available 11076138

includes index and biblioraphy

part I Ancients Pythagoras, Parmenides, and Zeno`s Paradoxes .......5 Plato......30 Aristotle .........67 Part 2 Moderns The raionalists ...99 The Empiricists....156 Kant.........210 Part 3. Nineteenth and early twentieth centuries Mill....247 Cantor`s Transfinites ....282 Logicism ........292 Formalism ....351 Intuitionism........376 Converntionalism ..405 Wittgenstein........440 Godel`s Theorems ...457 Part 4. Contemporary views The benacerraf problem................474 The indispensability argument......505 Benacerraf`s number puzzle and structuralism .....574 Modalism .............613 Fictionalism .........647 Apriorism.... ..647

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