James Hyde

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20142025

most citedUniversal sequences for the order-automorphisms of the rationals

2 citations · 2 across the 4 of their papers we have counts for

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math.GR2025

Boone-Higman embeddings of $Aut (F_{n})$ and mapping class groups of punctured surfaces

James Belk, Francesco Fournier-Facio, James Hyde +1

We prove that the groups $Aut (F_{n})$ satisfy the Boone-Higman conjecture for all $n$ , meaning each $Aut (F_{n})$ embeds in a finitely presented simple group. In fact,…

Boone-Higman embeddings of Aut(Fn​) and mapping class groups of punctured surfaces

Boone-Higman embeddings of $Aut (F_{n})$ and mapping class groups of punctured surfaces