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- Geometric_finiteness abstract "In geometry, a group of isometries of hyperbolic space is called geometrically finite if it has a well-behaved fundamental domain. A hyperbolic manifold is called geometrically finite if it can be described in terms of geometrically finite groups.".
- Geometric_finiteness wikiPageID "31212031".
- Geometric_finiteness wikiPageRevisionID "496951108".
- Geometric_finiteness hasPhotoCollection Geometric_finiteness.
- Geometric_finiteness subject Category:Hyperbolic_geometry.
- Geometric_finiteness subject Category:Kleinian_groups.
- Geometric_finiteness type Abstraction100002137.
- Geometric_finiteness type Group100031264.
- Geometric_finiteness type KleinianGroups.
- Geometric_finiteness comment "In geometry, a group of isometries of hyperbolic space is called geometrically finite if it has a well-behaved fundamental domain. A hyperbolic manifold is called geometrically finite if it can be described in terms of geometrically finite groups.".
- Geometric_finiteness label "Geometric finiteness".
- Geometric_finiteness label "Geometrisch endliche Gruppe".
- Geometric_finiteness sameAs Geometrisch_endliche_Gruppe.
- Geometric_finiteness sameAs m.0gj95z3.
- Geometric_finiteness sameAs Q5535482.
- Geometric_finiteness sameAs Q5535482.
- Geometric_finiteness sameAs Geometric_finiteness.
- Geometric_finiteness wasDerivedFrom Geometric_finiteness?oldid=496951108.
- Geometric_finiteness isPrimaryTopicOf Geometric_finiteness.