A Mathematical Prelude to the Philosophy of Mathematics
A Mathematical Prelude to the Philosophy of Mathematics
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This book is based on two premises: one cannot understand philosophy of mathematics without understanding mathematics and one cannot understand mathematics withoutdoing mathematics. It draws readers into philosophy of mathematics by having them do mathematics. It offers 298 exercises, covering philosophically important material, presented in a philosophically informed way. The exercises give readers opportunities to recreate some mathematics that will illuminate important readings in philosophy…
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SKAITYTAKNYGA
  • Autorius: Stephen Pollard
  • Leidėjas:
  • Metai: 20140630
  • ISBN-10: 3319058150
  • ISBN-13: 9783319058153
  • Formatas: 16.2 x 23.9 x 2 cm, kieti viršeliai
  • Kalba: Anglų

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This book is based on two premises: one cannot understand philosophy of mathematics without understanding mathematics and one cannot understand mathematics withoutdoing mathematics. It draws readers into philosophy of mathematics by having them do mathematics. It offers 298 exercises, covering philosophically important material, presented in a philosophically informed way. The exercises give readers opportunities to recreate some mathematics that will illuminate important readings in philosophy ofmathematics. Topics include primitive recursive arithmetic, Peano arithmetic, Godel's theorems, interpretability, the hierarchyof sets, Frege arithmetic and intuitionist sentential logic. The book is intended for readers who understand basic properties of the natural and realnumbers and have some background in formal logic.

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This book is based on two premises: one cannot understand philosophy of mathematics without understanding mathematics and one cannot understand mathematics withoutdoing mathematics. It draws readers into philosophy of mathematics by having them do mathematics. It offers 298 exercises, covering philosophically important material, presented in a philosophically informed way. The exercises give readers opportunities to recreate some mathematics that will illuminate important readings in philosophy ofmathematics. Topics include primitive recursive arithmetic, Peano arithmetic, Godel's theorems, interpretability, the hierarchyof sets, Frege arithmetic and intuitionist sentential logic. The book is intended for readers who understand basic properties of the natural and realnumbers and have some background in formal logic.

"

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