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List Question

$M_n(D)$ is left and right-simple?

algebra with topology homework problem

Minimal right ideals

If a certain ideal is radical or not

Example of non-commutative ring with exactly 2014 two sided-proper ideals.

Number Theory: Class Groups

In a Noetherian integral domain, a principal prime ideal can't have proper non-zero prime ideals

When is the quotient ring of a multivariable polynomial ring over a field by a monomial ideal an integral domain?

inverses in $R/I$ where $I$ is a nilpotent ideal

$x$ in intersection of maximal ideals implies $1-x$ is a unit

Jacobson radicals of $R$ and $R/I$ where $I$ is a nilpotent ideal.

Show that $Rad(I)$ is a prime ideal

Prove that $U = t · \mathbb{R}[t]$ is a maximal ideal in $\mathbb{R}[t]$

Radical Ideal for algebra

Is an ideal prime when its complex extension is prime?

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