Yoneda functor

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English[edit]

Etymology[edit]

Named after the Japanese mathematician Nobuo Yoneda (1930–1996).

Noun[edit]

Yoneda functor (plural Yoneda functors)

  1. (category theory) A functor from a given category to the category of functors from that given category to Set (the category of sets) which maps any object of the given category to a hom functor represented by that object and any morphism to a natural isomorphism induced uniquely by that morphism according to the Yoneda lemma.

Related terms[edit]

References[edit]

  • Michael Barr, Charles Wells (1995) Category Theory for Computing Science[1], second edition, University Press, Cambridge, Great Britain: Prentice Hall, →ISBN, archived from the original on 4 March 2016, §4.5.2, page 108