This group gathers theorems of category theory, the general language of mathematical structures and the maps between them. It covers abstract fixed-point and diagonal arguments stated for categories, and the fundamental results about topoi, the categories that behave like universes of sets. A theorem belongs here when its cited article places it in category theory or topos theory. Results about the algebraic structures that categories are often used to describe, such as groups and rings, are grouped elsewhere under Algebra, and results about logic and sets are grouped under their own fields.
Browse By
Category Theory
Filter Results1 entry
Sources
Lawvere's fixed-point theorem, Wikipedia
Has Member: Lawvere's Fixed-Point Theorem, Lead sectionQuote, Has Member: Lawvere's Fixed-Point Theorem, Lead section
Lawvere's fixed-point theorem is an important result in category theory. It is a broad abstract generalization of many
View the Source Reader Challenges (0)
No disputes yet. Spotted an error or a better source? Open the first one.
Sign in to dispute this or suggest a correction.