Definitions from Wiktionary (natural transformation)
▸ noun: (category theory) A morphism between a pair of parallel functors such that if each object of the shared domain category subtends a correlated arrow — called a component — in the shared codomain (which arrow represents the difference between applying the second functor and the first functor to the correlated object) then each arrow of the shared domain subtends a commuting square — called a naturality square — between two components (correlated to the domain and codomain of the arrow).
▸ Words similar to natural transformation
▸ Usage examples for natural transformation
▸ Idioms related to natural transformation
▸ Wikipedia articles (New!)
▸ Words that often appear near natural transformation
▸ Rhymes of natural transformation
▸ Invented words related to natural transformation
▸ noun: (category theory) A morphism between a pair of parallel functors such that if each object of the shared domain category subtends a correlated arrow — called a component — in the shared codomain (which arrow represents the difference between applying the second functor and the first functor to the correlated object) then each arrow of the shared domain subtends a commuting square — called a naturality square — between two components (correlated to the domain and codomain of the arrow).
Similar:
Cartesian natural transformation,
natural isomorphism,
adjunction,
formation,
twist morphism,
functor category,
functor,
universal morphism,
full functor,
slice category,
more...
▸ Words similar to natural transformation
▸ Usage examples for natural transformation
▸ Idioms related to natural transformation
▸ Wikipedia articles (New!)
▸ Words that often appear near natural transformation
▸ Rhymes of natural transformation
▸ Invented words related to natural transformation