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zero morphism · Vinony

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EntityQ2905069· pop 10· linked from 115 articles

zero morphism

bi-universal property in category theory

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Connections

initial and terminal objects

strict 2-category

Categories

0 (number)Morphisms

Sources

wikipedia.externallinksexternallink

category

Entity

universal property

higher category theory

International Standard Book Number

category theory

identity element

commutative diagram

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What links here115 pages

Kleisli category

section and retraction

monoidal category

initial and terminal objects

strict 2-category

higher category theory

preadditive category

enriched category

natural transformation

endomorphism ring

product category (math)

full and faithful functor

isomorphism of categories

cartesian closed category