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Embeddings into Thompson's groups from quasi-median geometry. (arXiv:1709.03888v1 [math.GR])

来源于:arXiv
The main result of this article is that any braided (resp. annular, planar) diagram group $D$ splits as a short exact sequence $1 \to R \to D \to S \to 1$ where $R$ is a subgroup of some right-angled

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