Exercise 111.6.11. Prove that a closed subset T\subset \mathop{\mathrm{Spec}}(A) is irreducible if and only if it is of the form T = V({\mathfrak p}) for some prime ideal {\mathfrak p}\subset A.
Exercise 111.6.11. Prove that a closed subset T\subset \mathop{\mathrm{Spec}}(A) is irreducible if and only if it is of the form T = V({\mathfrak p}) for some prime ideal {\mathfrak p}\subset A.
Comments (0)