Abstract
Brown has defined generalised Thompson’s groups , , where is an integer at least and Thompson’s groups , , in the 80’s. Burillo, Cleary and Stein have found that there is a quasi-isometric embedding from to where and are positive integers at least 2. We show that there is a quasi-isometric embedding from to for any and no embeddings from to for .
Citation
Xiaobing SHENG. "Quasi-isometric Embeddings from Generalised Thompson’s Groups to Thompson’s Group ." Tokyo J. Math. 45 (2) 451 - 465, December 2022. https://doi.org/10.3836/tjm/1502179371
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