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Asymptotic Dimension of Relatively Hyperbolic Groups by Osin, D. V. is a scholarly article available to read on EtoBox.

What is Asymptotic Dimension of Relatively Hyperbolic Groups about?

Suppose that a finitely generated group $G$ is hyperbolic relative to a collection of subgroups $\{H_1, ..., H_m\} $. We prove that if each of the subgroups $H_1, ..., H_m$ has finite asymptotic dimension, then asymptotic dimension of $G$ is also finite.

Author

Osin, D. V.

Published

2004

Language

EN