Volume 12, issue 3 (2008)

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Commensurations and subgroups of finite index of Thompson's group $F$

José Burillo, Sean Cleary and Claas E Röver

Geometry & Topology 12 (2008) 1701–1709
Bibliography
1 C Bleak, B Wassink, Finite index subgroups of R Thompson's group $F$ arXiv:0711.1014
2 M G Brin, The chameleon groups of Richard J Thompson: automorphisms and dynamics, Inst. Hautes Études Sci. Publ. Math. (1996) MR1441005
3 K S Brown, R Geoghegan, An infinite-dimensional torsion-free $\mathrm{FP}_{\infty }$ group, Invent. Math. 77 (1984) 367 MR752825
4 J W Cannon, W J Floyd, W R Parry, Introductory notes on Richard Thompson's groups, Enseign. Math. $(2)$ 42 (1996) 215 MR1426438
5 S Cleary, J Taback, Geometric quasi-isometric embeddings into Thompson's group $F$, New York J. Math. 9 (2003) 141 MR2016187
6 S McCleary, M Rubin, Locally moving groups and the reconstruction problem for chains and circles arXiv:math.LO/0510122
7 R J Thompson, Embeddings into finitely generated simple groups which preserve the word problem, from: "Word problems, II (Conf. on Decision Problems in Algebra, Oxford, 1976)", Stud. Logic Foundations Math. 95, North-Holland (1980) 401 MR579955