equivalence of categories
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equivalence of categories
Summary
equivalence of categories is an equivalence relation[1]. It draws 199 Wikipedia views per month (equivalence_relation category, ranking #3 of 7).[2]
Key Facts
- equivalence of categories's instance of is recorded as equivalence relation[3].
- equivalence of categories is a type of fully faithful functor[4].
- equivalence of categories is a type of essentially surjective functor[5].
- equivalence of categories is the opposite of dual equivalence[6].
- equivalence of categories's studied by is recorded as category theory[7].
Body
Definition and Type
equivalence of categories's instance of is recorded as equivalence relation[3]. Recorded subclass of include fully faithful functor[4] and essentially surjective functor[5]. It is the opposite of dual equivalence[6].
Why It Matters
equivalence of categories draws 199 Wikipedia views per month (equivalence_relation category, ranking #3 of 7).[2] It has Wikipedia articles in 10 language editions, a strong signal of global cultural recognition.[8]