Author:
Farley Daniel S.,Hughes Bruce
Abstract
AbstractHughes has defined a class of groups that we call finite similarity structure (FSS) groups. Each FSS group acts on a compact ultrametric space by local similarities. The best-known example is Thompson’s group V. Guided by previous work on Thompson’s group, we show that many FSS groups are of type F∞. This generalizes work of Ken Brown from the 1980s.
Publisher
Cambridge University Press (CUP)
Cited by
11 articles.
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