
Categories for the Working Philosopher
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Content
- 1: Colin McLarty: The Roles of Set Theories in Mathematics
- 2: David Corfi eld: Reviving the Philosophy of Geometry
- 3: Michael Shulman: Homotopy Type Theory: A synthetic approach to higher equalities
- 4: Steve Awodey: Structuralism, Invariance, and Univalence
- 5: Michael Ernst: Category Theory and Foundations
- 6: Jean-Pierre Marquis: Canonical Maps
- 7: John Bell: Categorical Logic and Model Theory
- 8: Jean-Pierre Marquis: Unfolding FOLDS: A Foundational Framework for Abstract Mathematical Concepts
- 9: Kohei Kishida: Categories and Modalities
- 10: J.R.B Cockett and R.A.G Seely: Proof Theory of the Cut Rule
- 11: Samson Abramsky: Contextuality: At the Borders of Paradox
- 12: Bob Coecke and Aleks Kissinger: Categorical Quantum Mechanics I: Causal Quantum Processes
- 13: James Weatherall: Category Theory and the Foundations of Classical Spacetime Theories
- 14: Joachim Lambek: Six-dimensional Lorentz Category
- 15: Andrée Ehresmann: Applications of Categories to Biology and Cognition
- 16: David I. Spivak: Categories as Mathematical Models
- 17: David Hans Halvorson and Dimitris Tsementzis: Categories of Scientifi c Theories
- 18: Elaine Landry: Structural Realism and Category Mistakes
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