Abstract
For a fixed word hyperbolic group we compare different residual properties related to quasiconvex subgroups.
Received: 2005-06-23
Published Online: 2006-09-13
Published in Print: 2006-09-01
© Walter de Gruyter
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Articles in the same Issue
- Cyclic, separable and semisimple transformations in the finite conformal groups
- The complete Phan-type theorem for Sp(2n,q)
- Symmetric groups and completions of the Goldschmidt amalgams of type G1
- Characterizing finite locally s-arc transitive graphs with a star normal quotient
- On the decomposition of the exterior square of an indecomposable module of a cyclic p-group
- Commutativity of symmetric elements in group rings
- On the probability of satisfying a word in a group
- On residual properties of word hyperbolic groups
Articles in the same Issue
- Cyclic, separable and semisimple transformations in the finite conformal groups
- The complete Phan-type theorem for Sp(2n,q)
- Symmetric groups and completions of the Goldschmidt amalgams of type G1
- Characterizing finite locally s-arc transitive graphs with a star normal quotient
- On the decomposition of the exterior square of an indecomposable module of a cyclic p-group
- Commutativity of symmetric elements in group rings
- On the probability of satisfying a word in a group
- On residual properties of word hyperbolic groups