Exercise 3, § 1
Commutative Algebra, VIII, p. 81
Prove that if A is a Jacobson ring, is not a Jacobson ring. (Compare Specmax(A) and Specmax(A[[X]])).
Solution
No solution has been written yet.
Commutative Algebra, VIII, p. 81
Prove that if A is a Jacobson ring, is not a Jacobson ring. (Compare Specmax(A) and Specmax(A[[X]])).
No solution has been written yet.