Exercise 2, § 4
Commutative Algebra, X
Let be a regular ring and a prime ideal of . Prove that the completion of for the -adic topology is an integral domain.
Solution
No solution has been written yet.
Commutative Algebra, X
Let be a regular ring and a prime ideal of . Prove that the completion of for the -adic topology is an integral domain.
No solution has been written yet.