arXiv subjects
Publications and source records attributed to Marc Felipe.
In this paper it is proved that the Belk-Hyde-Matucci group $V\!\mathcal{A}$, a group containing every countable abelian group, does not contain subgroups with distorted cyclic subgroups.
In this short note, a bound on the word metric for Thompson's group V given by Birget in 2004 is improved to a new bound, which agrees with the known bounds for Thompson's groups F and T.
In this paper it is proved that the group $F\left(\frac32\right)$, a Thompson-style group with breaks in $\mathbb{Z}\left[\frac16\right]$ but whose slopes are restricted only to powers of $\frac32$, is finitely generated, with a generating set of two elements.