Exercise 2, § 1
Commutative Algebra, VI, 441
For an integral domain to be a valuation ring, it is necessary and sufficient that every ideal of be irreducible (Algebra, Chapter II, § 2, Exercise 16).
Solution
No solution has been written yet.
Commutative Algebra, VI, 441
For an integral domain to be a valuation ring, it is necessary and sufficient that every ideal of be irreducible (Algebra, Chapter II, § 2, Exercise 16).
No solution has been written yet.