Theorem detail

Alias: Structure of Noetherian distributive rings

Statement: A commutative Noetherian ring is distributive if and only if it is a finite product of Dedekind domains and Artinian principal ideal rings.

Link: None

Reference(s)

  • V. Erdoǧdu. Coprimely packed rings. (1988) @ Lemma 1.1(i) p 2