Definitions from Wiktionary (identity morphism)
▸ noun: (category theory) A unique morphism corresponding to each object of a category, which has its domain equal to its codomain, and which composed with any morphism (with which it is composable) gives that same morphism.
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▸ noun: (category theory) A unique morphism corresponding to each object of a category, which has its domain equal to its codomain, and which composed with any morphism (with which it is composable) gives that same morphism.
Similar:
constant morphism,
isomorphism,
coconstant morphism,
equivalence of categories,
coidentity,
isomorph,
adjunct,
isomorphicity,
morph,
symmorph,
more...
Opposite:
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▸ Invented words related to identity morphism