Let S be an oriented closed surface of genus at least two. We show that, given a generic representation }}{\backslashrho: \backslashpi_1(S) \backslashto {\backslashrm PSL} (2, \backslashmathbb{C})}}}ρ:\pi1(S)\textrightarrowPSL(2,C)in the character variety, (}}{2\backslashpi}}}2\pi-)grafting produces all projective structures on S with holonomy }}{\backslashrho}}}ρ.
SEEK ID: https://publications.h-its.org/publications/998
DOI: 10.1007/s00039-017-0424-9
Research Groups: Groups and Geometry
Publication type: Journal
Journal: Geometric and Functional Analysis
Citation: Geom. Funct. Anal. 27(5):1017-1069
Date Published: 1st Oct 2017
URL: https://doi.org/10.1007/s00039-017-0424-9
Registered Mode: imported from a bibtex file
Views: 5966
Created: 30th Jan 2020 at 10:29
Last updated: 5th Mar 2024 at 21:24
This item has not yet been tagged.
None