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Engulfing in word-hyperbolic groups

By G.A. Niblo and B.T. Williams

Abstract

We examine residual properties of word-hyperbolic groups, adapting a method introduced by Darren Long to study the residual properties of Kleinian groups

Topics: QA
Year: 2002
OAI identifier: oai:eprints.soton.ac.uk:29817
Provided by: e-Prints Soton

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Citations

  1. (1987). A note on groups with separable generated subgroups,
  2. (1999). Doubles of groups and hyperbolic LERF 3-manifolds,
  3. (1988). Engul and subgroup separability for hyperbolic groups,
  4. (1996). Greenberg's theorem for quasiconvex subgroups of word hyperbolic groups,
  5. (1949). Jr, Coset representations in free groups,
  6. (1990). papers from the Swiss Seminar on Hyperbolic Groups held in Bern,
  7. (1994). Residual of surface groups via tessellations,
  8. (1991). Subgroup separability and 3-manifold groups,
  9. (1978). Subgroups of surface groups are almost geometric,
  10. (1998). The knot group is subgroup separable
  11. (2001). The Bianchi groups are separable on geometrically subgroups,
  12. (1998). The engul property for 3-manifolds, from: \The Epstein birthday schrift", Geom. Topol.,
  13. (2000). The equivalence of some residual properties of word-hyperbolic groups,
  14. (2001). The fundamental group of the double of the knot exterior is GFERF,
  15. (1998). Two topics in geometric group theory,

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