The conjugacy problem for symmetric Thompson-like groups
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DOI: 10.1007/s11856-021-2169-2
Abstract: In this paper we generalize techniques of Belk-Matucci [2] to solve the conjugacy problem for every symmetric Thompson-like group Vn(H), where n ≥ 2 and H is a subgroup of the symmetric group on n… read more here.
Keywords: thompson like; conjugacy problem; symmetric thompson;
Some embeddings between symmetric R. thompson groups
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DOI: 10.1017/s001309152100047x
Abstract: Let $m\leqslant n\in \mathbb {N}$, and $G\leqslant \operatorname {Sym}(m)$ and $H\leqslant \operatorname {Sym}(n)$. In this article, we find conditions enabling embeddings between the symmetric R. Thompson groups ${V_m(G)}$ and ${V_n(H)}$. When $n\equiv 1 \mod (m-1)$,… read more here.
Keywords: leqslant operatorname; thompson groups; operatorname sym; symmetric thompson ... See more keywords