Given a proper homogeneous ideal, is there always a homogeneous maximal ideal that contains it?
97740
Homogeneous ideals are contained in homogeneous prime ideals
118306
$I:=\{f(x)\in R\mid f(1)=0\}$ is a maximal ideal?
110022
Showing prime and maximal ideal
46040
Preimage of maximal ideal is maximal (why is this answer wrong?)
137675
Every proper ideal is contained in a maximal ideal, in a commutative ring with identity.
107463
Is an ideal which is maximal with respect to the property that it consists of zero divisors necessarily prime?
104486
Ideal in $\mathbb Z[x]$ which is not two-generated
70047
Is the ideal generated by irreducible element in principal ideal domain maximal?
116943
Proof for maximal ideals in $\mathbb{Z}[x]$
133975
Localising a polynomial ring and non-maximal prime ideal
104377
Maximal Ideals in Ring of Continuous Functions
92519
ideal behind Maximal ideals are Prime ideals
92585
If krull dimension is $0$, then all prime ideals are maximal?
6699
An ideal that is maximal among non-finitely generated ideals is prime.
1580
An integral domain $A$ is exactly the intersection of the localisations of $A$ at each maximal ideal
116430
If $I = \langle 2\rangle$, why is $I[x]$ not a maximal ideal of $\mathbb Z[x]$, even though $I$ is a maximal ideal of $\mathbb Z$?
19230
Prime/Maximal Ideals in $\mathbb{Z}[\sqrt d]$