Springer, 1970. — 173 p. — (Lecture Notes in Mathematics vol. 145). — ISBN: 978-3-540-04934-0.
Terminology
V-adjunctions. V-monomorphisms.
Completeness concepts
V-limits
Tensors and cotensors
Ends
Kan Extensions
V-Yoneda lemma
V-Monads
Semantics-Structure (meta) Adjointness
Characterization of monadic V-functors
Clone of operations. V-codense and V-cogenerating V-functors
Additional properties
Complete categories
V-continuous V-functors
V-complete V-categories
Relative V-completions
Functor categories
V-functor V-categories
V-completions
Cosingular and corealization V-functors. The end of the puzzle
Appendix