Category:Definitions/Examples of Categories
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This category contains definitions of examples of Category.
A category is an interpretation of the metacategory axioms within set theory.
It consists of objects and morphisms.
Because a metacategory is a metagraph, this means that a category is a graph.
Let $\mathfrak U$ be a class of sets.
A metacategory $\mathbf C$ is a category if and only if:
Subcategories
This category has the following 12 subcategories, out of 12 total.
C
- Definitions/Category of Sets (6 P)
M
O
- Definitions/Order Categories (3 P)
P
S
- Definitions/Slice Categories (2 P)
Pages in category "Definitions/Examples of Categories"
The following 63 pages are in this category, out of 63 total.
C
- Definition:Category of Categories
- Definition:Category of Boolean Algebras
- Definition:Category of Frames
- Definition:Category of Lattices
- Definition:Category of Left Modules
- Definition:Category of Locales
- Definition:Category of Locales with Localic Mappings
- Definition:Category of Modules
- Definition:Category of n-Dimensional Cobordism
- Definition:Category of Ordered Sets
- Definition:Category of Right Modules
- Definition:Category of Semilattices
- Definition:Category of Unitary Modules
- Definition:Category of Chain Complexes
- Definition:Category of Cocones
- Definition:Category of Cones
- Definition:Coslice Category