"Let be an integrally closed noertherian domain. Then
, where the intersection is taken over all prime ideals of height ."
The above fact is true.
I want to find some counterexample when is not integrally closed.
Can you give it?
"Let be an integrally closed noertherian domain. Then
, where the intersection is taken over all prime ideals of height ."
The above fact is true.
I want to find some counterexample when is not integrally closed.
Can you give it?