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Peter Mueller
Würzburg
http://www.mathematik.uni-wuerzburg.de/~mueller/
I'm a professor of mathematics at the University of Würzburg (Germany). For further infos see my web page.
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Top Questions
62
votes
Normalizers in symmetric groups
gr.group-theory
finite-groups
asked Jul 18, 2012 at 12:07
mathoverflow.net
28
votes
Mathieu group $M_{23}$ as an algebraic group via additive polynomials
ag.algebraic-geometry
gr.group-theory
polynomials
finite-groups
asked Mar 13, 2017 at 13:48
mathoverflow.net
14
votes
Surprisingly only real points on intersection of certains quadrics
ag.algebraic-geometry
gr.group-theory
ac.commutative-algebra
asked Jun 28, 2022 at 15:40
mathoverflow.net
10
votes
Algebraic curve mapping to elliptic curve - how to check whether this is possible?
ag.algebraic-geometry
algebraic-curves
asked Aug 30, 2012 at 16:21
mathoverflow.net
Top Answers
52
Is $\ x\! \cdot\!\tan(x)\ $ integrable in elementary functions?
mathoverflow.net
39
A conjecture in Number Theory
mathoverflow.net
35
Can a real quartic polynomial in two variables have more than 4 isolated local minima?
mathoverflow.net
33
Covering of a surface of a cube $n\times n \times n$ by pieces of paper $1\times 6$
mathoverflow.net
28
Tiling the plane with pairwise non-congruent rational triangles
mathoverflow.net
28
Is every number the sum of two cubes modulo p where p is a prime not equal to 7?
mathoverflow.net
27
When is the image of an integral polynomial contained in the image of another?
mathoverflow.net
27
Abel and Galois (and Arnold)
mathoverflow.net
26
Circles and rational functions
mathoverflow.net
24
A question on maps from $\mathbb{Z}/p\mathbb{Z}$ to itself
mathoverflow.net
23
On a theorem of Galois
mathoverflow.net
22
Cutting of a regular polygon into congruent pieces
mathoverflow.net
21
The missing link: an inequality
mathoverflow.net
21
On the equation $a^4+b^4+c^4=2d^4$ in coprime positive integers $a\lt b\lt c$ such that $a+b\ne c$
mathoverflow.net
20
What is the shortest polynomial divisible by $(x-1)(y-1)(x^2y-1)$
mathoverflow.net
20
Prove that $\left(\frac{x^n+1}{x^{n-1}+1}\right)^n+\left(\frac{x+1}{2}\right)^n\geq x^n+1$
mathoverflow.net
20
A problem on a specific integer partition
mathoverflow.net
19
The sequence $a_{n+1}=\left\lceil \frac{-1+\sqrt{5}}{2}a_{n}-a_{n-1} \right\rceil$ is periodic
mathoverflow.net
18
Can the equation $1+z+z^2=z^n$ for natural $n$ have multiple complex roots $z$?
mathoverflow.net
17
Is there a $\mathbb{Q}$-linear map $T$ over $\mathbb{Q}[x]$ such that for all polynomials $Gal(T(f))$ $\simeq$ The commutator subgroup of $Gal(f)$?
mathoverflow.net
17
How i show this beautiful inequality :$\frac{x^n}{x^m+y^m}+\frac{y^n}{y^m+z^m}+\frac{z^n}{z^m+x^m}\geq \frac{3} {2}(\frac{1}{\sqrt{3}})^{n-m}$?
mathoverflow.net
16
Proportion of square-free integers $n$ with $\gcd(n,\varphi(n))$ a prime
mathoverflow.net
16
Solving a limit about sum of series
mathoverflow.net
16
A generalisation of the theorem of Maschke
mathoverflow.net
15
Existence of a polynomial $Q$ of degree $\geq (p-1)/4$ in $\mathbb F_p[x]$ such that $QQ'$ factorizes into distinct linear factors
mathoverflow.net
15
Is a generic genus $g \geq 7$ curve a solvable cover of $\mathbb{P}^1$?
mathoverflow.net
15
A mixing property for finite fields of characteristic $2$
mathoverflow.net
15
Cyclotomic polynomials evaluated at roots of unity
mathoverflow.net
15
Can a division algebra have degree divisible by its characteristic?
mathoverflow.net
14
abelian quotients of permutation groups
mathoverflow.net
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