Assertion: isomorphism's inverse | /r/HasProperty | isomorphism
Facets:
Source sentences:
text: By definition every isomorphism has an inverse which is also an isomorphism, and since the inverse is also an endomorphism of the same object it is an automorphism.
text: Note that the inverse of an isomorphism is an isomorphism, as is any identity morphism or composite of isomorphisms.
text: Then, an isomorphism $F$ will have an inverse that is also an isomorphism.