Minimality of the action on the universal circle of uniform foliations
- Autor(es):
- Fenley, Sergio ; Potrie Altieri, Rafael
- Tipo:
- Artículo
- Versión:
- Publicado
- Financiadores:
- CSIC: 618.
ANII: FCE_1_2017_1_135352
- Resumen:
-
Given a uniform foliation by Gromov hyperbolic leaves on a 3-manifold, we show that the action of the fundamental group on the universal circle is minimal and transitive on pairs of different points. We also prove two other results: we prove that general uniform Reebless foliations are R-covered and we give a new description of the universal circle of R-covered foliations with Gromov hyperbolic leaves in terms of the JSJ decomposition of M .
- Año:
- 2021
- Idioma:
- Inglés
- Temas:
- 3-manifold topology
Foliations
Group actions.
- Institución:
- Universidad de la República
- Repositorio:
- COLIBRI
- Enlace(s):
- https://hdl.handle.net/20.500.12008/34113
- Nivel de acceso:
- Acceso abierto