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Philosophy Of MathematicsΒΆ

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2 domain-specific abstractions whose origin domain is Philosophy Of Mathematics.

  • Actual and potential infinity β€” The philosophical distinction between an infinite totality treated as completed and an indefinitely extendable process in which every attained stage remains finite.
  • Benacerraf's identification problem β€” The philosophical problem that many equally adequate set-theoretic constructions realize the natural numbers, so arithmetic does not determine which particular sets the numbers intrinsically are.