Kanye West

is that correct?

and then take the intersection of those?

i.e. (g_i) would be a maximal ideal.

and then this irreducibles would create maximal ideals in F[X]/(f)?

f=g_1...g_k

I was trying a few examples, and I think it is something along the lines of break f into irreducibles

where f is a non-constant polynomial

I am trying to find what the Jacobson Radical is for F[X]/(f)

Hi*

Hey

the correct statement should be $V(I)\cap V(J)=V(I+J)$

but that is wrong

that $V(I)\cap V(J)=V(I\cup J)$

I read that soemone wrote

I read something wrong

nevermind

but

I want to prove that the intersection of any family of closed in the Zariski topology is closed

I have a question.

Hello