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Marcos
  • Member for 1 year, 7 months
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question
10
Homotopy type of the geometric realization of a poset
Jun 6
question
7
Geometric realization of a poset
Jun 19
question
5
Quotient of a $F_n$ group which is $F_n$
Sep 27
question
4
Vanishing of a product of cyclotomic polynomials in characteristic 2
Jan 18
question
4
$K(\pi,1)$-conjecture ofr Artin groups behave well with respect to special subgroups. Reference-Request
Jun 8
question
4
Salvetti complex of dihedral Artin group
Dec 1
question
3
Kazhdan's property $T$ implies not virtually indicable
Nov 30, 2022
question
3
Dimension of a kernel of a cocycle map
May 2
question
3
Write an Artin group as an HNN-extension
May 26
question
2
Chain complex of the Salvetti complex of an Artin group
Oct 27, 2022
Top network posts
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7
For what $k$, are the roots of $p(x) = 4x^2 -2x +k=0$ in $(-1,1)$?
6
Prove that $\lim_{n\to\infty}\|f_n-f\|_p=\lim_{n\to\infty}\|g_n-g\|_p=0$
6
Proof of a weighted norm inequality.
6
$(\int_{\mathbb{R}}|\int_\mathbb{R}{\mathcal{F}^{-1}}(\chi_{(t,\infty)}\hat{f})(\xi)m'(t)dt|^pd\xi)^{1/p}\leq C_p\|m'\|_{L^1}\|f\|_{L^p}$
5
Let $G$ be a finite group, $H$, $K$ be normal subgroups and $P$ a sylow p-subgroup . Then $PH \cap PK=P\left( H\cap K\right)$.

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