References
- Brown , K. S. and Geoghegan , R. 1984 . An infinite-dimensional torsion-free F P ∞ group . Invent. Math. , 77 : 367 – 381 .
- Burillo , J. 1999 . Quasi-isometrically embedded subgroups of Thompson's group F . J. Algebra , 212 : 65 – 78 . [CROSSREF]
- Cannon , J. W. , Floyd , W. J. and Parry , W. R. 1996 . Introductory notes on Richard Thompson's groups . Enseign. Math. , 42 : 215 – 256 .
- Fordham , S. B. 2003 . Minimal length elements of Thompson's group F. Geom. Dedicata 99:179–220
- Grigorchuk , R. and de la Harpe , P. 1997 . On problems related to growth, entropy, and spectrum in group theory . J. Dyn. Control Syst. , 3 : 51 – 89 .
- Guba , V. 2002 . On the properties of the cayley graph of Richard Thompson's group F. . http://arXiv.org/math.GR/0211396 (accessed March 2003)
- Olshanskii , A. Yu. and Sapir , M. V. 2001 . Non-amenable finitely presented torsion-by-cyclic groups . Electron. Res. Announc. Am. Math. Soc. , 7 : 63 – 71 . (accessed March 2003) [CROSSREF]
- Wilf , H. 1994 . Generatingfunctionology Boston, Massachusetts : Academic Press .
- #Communicated by J. Gomez Pardo.