Valentin Vankov Iliev
Published 2010-04-16Version 1
In arXiv:0910.1727 we find certain finite homomorphic images of Artin braid group into appropriate symmetric groups, which a posteriori are extensions of the symmetric group on n letters by an abelian group. The main theorem of this paper characterizes completely the extensions of this type that are split.
On certain permutation representations of the braid group
The Markov-Zariski topology of an abelian group
A Kronecker-Weyl theorem for subsets of abelian groups
![QR code for arXiv:1004.2811 [math.GR]](http://oss.arxitics.com/images/favicon.svg)