Exercise 7, § 3
Commutative Algebra, VI, 449
Show that the integral domain B defined in Chapter 11, § 3, Exercise 2 (b) is a local ring whose maximal ideal is principal but is not a valuation ring.
Solution
No solution has been written yet.
Commutative Algebra, VI, 449
Show that the integral domain B defined in Chapter 11, § 3, Exercise 2 (b) is a local ring whose maximal ideal is principal but is not a valuation ring.
No solution has been written yet.