Relatively hyperbolic group
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0In mathematics, the concept of a relatively hyperbolic group is an important generalization of the geometric group theory concept of a hyperbolic group. The motivating examples of relatively hyperbolic groups are the fundamental groups of complete noncompact hyperbolic manifolds of finite volume.
Source: https://en.wikipedia.org/wiki/Relatively_hyperbolic_group
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Tags:
Automorphismgroup
BrianBowditch
Cayleygraph
Compacttopology
Completemanifold
CorneliaDruţu
Coset
Cuspsubgroup