In commutative algebra, a Zariski ring is a commutative Noetherian topological ring A whose topology is defined by an ideal
Let A be a Noetherian topological ring with the topology defined by an ideal
In commutative algebra, a Zariski ring is a commutative Noetherian topological ring A whose topology is defined by an ideal
Let A be a Noetherian topological ring with the topology defined by an ideal