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Steven-Owen
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Math! :)
1,335
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everywhere
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May 17 at 23:35
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3
Show the polynomial $(x-\alpha)(x-\alpha^p)\cdots(x-\alpha^{p^{n-1}})$ is in $F_p[x]$ if $\alpha\in F_{p^n}$
3
Write down a $\mathbb Q$-Basis for $\mathbb Q(\alpha, i)$ and show that $\mathbb Q(\alpha, i) = \mathbb Q(\alpha + i)$.
3
How to prove $\int_0^a f(x)\,dx=\int_0^a f(a-x)\,dx$
2
Using characters in finite fields to find number of solutions to polynomials.
1
A simple question about representation of a group
1
Precedence of exponentiation
1
Using Basics Limit Arithmetics
0
Finite group and subgroups
0
The group $F^\times$ has at most $t$ elements of order $t$ if $F$ is a field.
0
Is 3 ever a seventh power mod a prime $p$ if $p\equiv 1 (7)$
0
Mathmatical representation of recursion function
0
Show that $\mathbb{Q}^+/\mathbb{Z}^+$ cannot be decomposed into the direct sum of cyclic groups.
0
How does the standard representation restrict to the cyclic group generated by (1234).
0
What is the maximum number of additive inverse can a number have?
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