Ragiv:Commutative diagram for morphism.svg
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Ragiv rigik (ragiv in fomät: SVG, magodaziöbs 100 × 100, gretot: 20 KB)
Jenotem ragiva
Välolös däti/timi ad logön ragivi soäsä äbinon ün tim at.
Dät/Tim | Magodil | Mafots | Geban | Küpet | |
---|---|---|---|---|---|
anuik | 19:12, 2019 febul 22id | 100 × 100 (20 KB) | Mikhail Ryazanov | actual operator instead of a letter "o" | |
20:58, 2006 dekul 2id | 100 × 100 (19 KB) | Cepheus~commonswiki | {{Information |Description=Commutative diagram for morphism. |Source=Own work, based on en:Image:Image:MorphismComposition-01.png |Date=02-12-2006 |Author=User:Cepheus |Permission= |other_versions=en:Image:MorphismComposition-01.png }} |
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- Category theory
- Functor
- Inverse limit
- Universal property
- Limit (category theory)
- Natural transformation
- Abelian category
- Category (mathematics)
- Adjoint functors
- Initial and terminal objects
- Preadditive category
- Additive category
- Pre-abelian category
- Commutative diagram
- Enriched category
- Nicolas Bourbaki
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