Subsections
[Cr:4, Lc:3, Tt:1, Lb:0]
- Categories, Functors, Natural Transformations, Representable functors, Duality, Sections and Retractions, Yoneda Lemma, Abelian Categories.
- Adjoint Functors, Universal Problems, Monads, Reflexive subcategories, Limits and colimits, Diagram categories.
- Constructions with Limits, Generators and cogenerators, Adjoint functor theorem, Full and Faithful functors.
- Kan extensions, coends, density, all concepts are Kan extensions.
- Saunders Maclane, Categories for the Working Mathematician, Springer (1978)
- Bodo Pareigis, Categories and Functors, Academic Press (1970)
- Jean Giraud, Cohomologie non-abélienne, Springer (1971)
