Assertion: isomorphism | /r/SimilarTo | homomorphism
Facets:
value: in algebraic categories
type: OTHER
Source sentences:
text: In algebraic categories (specifically, categories of varieties in the sense of universal algebra), an isomorphism is the same as a homomorphism which is bijective on underlying sets.
text: In algebraic categories (specifically, categories of varieties in the sense of universal algebra), an isomorphism is the same as a homomorphism which is bijective on underlying sets.