Reprints in Theory and Applications of Categories

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1. Metric spaces, generalized logic and closed categories: F. W. Lawvere
2. Triples, algebras and cohomology: Jonathan Mock Beck
3. Abelian categories: Peter Freyd
4. Cauchy characterization of enriched categories: Ross Street
5. Functorial semantics of algebraic theories and Some algebraic problems in the context of functorial semantics of algebraic theories: F. W. Lawvere
6. Homotopy is not concrete: Peter Freyd
7. Categories and groupoids: P. J. Higgins
8. Taking categories seriously: F. William Lawvere
9. Categories of spaces may not be generalized spaces as exemplified by directed graphs: F. William Lawvere
10. Basic concepts of enriched category theory: G. M. Kelly
11. An elementary theory of the category of sets (long version) with commentary: F. William Lawvere
12. Toposes, triples and theories: Michael Barr and Charles Wells
13. On the operads of J.P. May: G.M. Kelly
14. Enriched categories and cohomology with author commentary: Ross Street
15. Diagonal arguments and cartesian closed categories with author commentary: F. William Lawvere
16. Adjointness in foundations, with author commentary: F. William Lawvere
17. Abstract and concrete categories: The joy of cats: Jiri Adamek, Horst Herrlich, George E. Strecker
18. Seminar on Triples and Categorical Homology Theory: Edited by Beno Eckmann and Myles Tierney
19. 2-Catégories réductibles: Dominique Bourn et Jacques Penon
20. Enriched categories, internal categories and change of base: Dominic Verity
21. Modèles minimaux de Baues-Lemaire et Kadeishvili et homologie des fibrations: Alain Prouté
22. Category Theory for Computing Science: Michael Barr and Charles Wells
23. Non-abelian cohomology in a topos: John W. Duskin
24. Comments on the development of topos theory: F. William Lawvere
25. The bicategory of topoi and spectra: J. C. Cole
26. Closed bicategories and variable category theory: Renato Betti and Robert F.C. Walters
27. Toposes generated by codiscrete objects in combinatorial topology and functional analysis: F. William Lawvere
28. The topos of ball complexes: Michael Roy
29. Lattice Theoretic and Logical Aspects of Elementary Topoi: Christian Juul Mikkelsen
30. Categories of set valued functors: Marta Bunge

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