| Description : |
The dynamics of geometrically finite hyperbolic manifolds is reasonably well understood. For geometrically infinite manifolds, or manifolds given by infinitely generated Kleinian groups, nonrecurrent dynamics becomes the "thick part" of dynamics, not only in the sense of measure but also Hausdorff dimension. The associated Kleinian groups display a gap between the dimension of their conical limit sets and the total dimension. This can also be interpreted as a dimension gap between recurrent and nonrecurrent dynamics in the manifold. I will present some classical results on this topic, alongside with newer research I was involved in. |
| Equipe organisatrice : |
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| Jury (Thèse / HDR) : |
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| Orateur : |
Kurt Falk |
| Titre (Thèse / HDR) : |
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| Université Orateur : |
Universite de Breme (Allemagne) |
| URL Orateur : |
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| Ressource : |
Laboratoire J.A.Dieudonné - Salle de conférence |
| Date de début : |
10:00 - lundi 28 mars 2011 |
| Durée : |
1 heure(s) |
| Date de fin : |
11:00 - lundi 28 mars 2011 |
| Type : |
Séminaire |
| Réservation effectuée par : |
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| Dernière mise à jour : |
14:43 - mardi 22 mars 2011 |