Concepts and Axioms
Copyright policy )Concepts and Axioms
The author discusses various topics such as: the transition from informal concepts to mathematically precise notions (on the examples of natural numbers, continuous functions, area, distribution, recursiveness, random sequences, choice sequences (which receive most of the author's attention), infinitesimals). The paper ends with a discussion of various proposals for a theory of meaning (by Dummett, Gaifamn, George, Prawitz, Wright).
- University of Amsterdam Netherlands
Metamathematics of constructive systems, choice sequences, Philosophical and critical aspects of logic and foundations, Intuitionistic mathematics, theory of meaning, transition from informal concepts to mathematically precise notions
Metamathematics of constructive systems, choice sequences, Philosophical and critical aspects of logic and foundations, Intuitionistic mathematics, theory of meaning, transition from informal concepts to mathematically precise notions
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