Proper ideal containing power of maximal ideal is primary?
18406
An ideal whose radical is maximal is primary
92585
If krull dimension is $0$, then all prime ideals are maximal?
28244
Is the ideal $I = \{f\mid f (0) = 0\}$ in the ring $C [0, 1]$ of all continuous real valued functions on $[0, 1]$ a maximal ideal?
138572
Is $(xy-1)$ a maximal ideal in $\mathbb C[x,y]$?
90314
Maximal ideals in $R[x]$
111189
Intersection of all maximal ideals containing a given ideal
63207
Zorn's lemma and maximal ideals
129759
Must an ideal contain the kernel for its image to be an ideal?
117786
Show that some monomial ideal is primary
57198
How to show that a valuation ring has a unique maximal ideal?
109199
Prove that every nonzero prime ideal is maximal in $\mathbb{Z}[\sqrt{d}]$
87151
Primary ideals in Noetherian rings
136654
$(x_1-a_1, x_2-a_2)$ is a maximal ideal of $K[x_1,x_2]$
42170
$R$ integral domain where every prime ideal is principal then set of non-principal ideals has maximal element
104784
On the grade of an ideal
53770
Let $R$ be a finite commutative ring. Show that an ideal is maximal if and only if it is prime.
80232
Suppose that R is a commutative ring with unity such that for each $a$ in $R$ there is an integer $n > 1\mid a^n =a$. Every prime ideal is maximal?