Exercise 1, § 2
Tag 002L, permanent. Cite it as [Bourbaki, Tag 002L].
Algebra, VIII, p. 39
a) Give an example of a Noetherian module M such that every nonzero endomorphism of M is injective and that there exist nonzero nonbijective endomorphisms of M.
b) Give an example of an Artinian module M such that every nonzero endomorphism of M is surjective and that there exist nonzero nonbijective endomorphisms of M.
Solution
No solution has been written yet.
Cited by
Nothing.
Cites
Nothing.