
Philosophy and Model Theory
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Content
- A: Reference and realism
- 1: Logics and languages
- 2: Permutations and referential indeterminacy
- 3: Ramsey sentences and Newman's objection
- 4: Compactness, infinitesimals, and the reals
- 5: Sameness of structure and theory
- B: Categoricity
- 6: Modelism and mathematical doxology
- 7: Categoricity and the natural numbers
- 8: Categoricity and the sets
- 9: Transcendental arguments
- 10: Internal categoricity and the natural numbers
- 11: Internal categoricity and the sets
- 12: Internal categoricity and truth
- 13: Boolean-valued structures
- C: Indiscernibility and classification
- 14: Types and Stone spaces
- 15: Indiscernibility
- 16: Quantifiers
- 17: Classification and uncountable categoricity
- D: Historical appendix
- A short history of model theory
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