Recent questions in Abstract algebra

ngihlungeqtr
2022-05-02
Answered

${\mathrm{End}}_{\mathrm{\mathbb{R}}\left[x\right]}\left(M\right)$ where $M=\frac{\mathbb{R}\left[x\right]}{({x}^{2}+1)}$ is a module over the ring $\mathbb{R}\left[x\right]$

Benjamin Hampton
2022-05-02
Answered

$\frac{{\mathbb{F}}_{2}[X,Y]}{({Y}^{2}+Y+1,{X}^{2}+X+Y)}$ and $\frac{{\displaystyle \left({\mathbb{F}}_{2}\right[Y]}}{{\displaystyle ({Y}^{2}+Y+1)}}\frac{{\displaystyle \left)\right[X]}}{{\displaystyle ({X}^{2}+X+\overline{Y})}}$ are isomorphic

dooporpplauttssg
2022-05-02
Answered

Araceli Soto
2022-04-30
Answered

Let R be a ring and

Sullivan Pearson
2022-04-30
Answered

When we say that α is the residue of x in

tobeint39r
2022-04-30
Answered

Rowan Huynh
2022-04-30
Answered

Slade Higgins
2022-04-29
Answered

Prove that $n\mid \varphi ({a}^{n}-1)$ in "Topics in Algebra 2nd Edition" by I. N. Herstein. Any natural solution that uses $Aut\left(G\right)$

hadaasyj
2022-04-28
Answered

Prove if $F\left(\sqrt[n]{a}\right)$ is unramified or totally ramified in certain conditions

slanglyn3u2
2022-04-25
Answered

Aleena Kaiser
2022-04-25
Answered

haguemarineo6h
2022-04-25
Answered

Kaiya Hardin
2022-04-25
Answered

Kymani Shepherd
2022-04-24
Answered

An exercise from Herstein asks to prove that the number of elements of order p, p a ' in

Jakayla Benton
2022-04-24
Answered

Show that $\sqrt[3]{\pi}$ is transcendental

Malachi Novak
2022-04-24
Answered

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