Yoneda lemma in French
Yoneda lemma in French is lemme de Yoneda.
Yoneda lemma in French
lemme de Yoneda
(category theory) Given a category \mathcal{C} with an object A, let H be a hom functor represented by A, and let F be any functor (not necessarily representable) from \mathcal{C} to Sets, then there is a natural isomorphism between Nat(H,F), the set of natural transformations from H to F, and the set F(A). (Any natural transformation \alpha from H to F is determined by what \alpha_A(\mbox{id}_A) is.)
Vocabulary Flow
Learn more English words in French.
Vocabulary Flow serves English words with the French meaning, one at a time — pronunciation and an example each time. Scroll it either direction.
Learn English in French
Common French translations
Frequently asked questions
What is "Yoneda lemma" in French?
"Yoneda lemma" in French is lemme de Yoneda.
Study it as flashcards or scroll it in Vocabulary Flow — saved to your collection.
