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- W3208153256 abstract "Falbel, Koseleff and Rouillier computed a large number of boundary unipotent CR representations of fundamental groups of non compact three-manifolds. Those representations are not always discrete. By experimentally computing their limit set, one can determine that those with fractal limit sets are discrete. Many of those discrete representations can be related to (3,3,n) complex hyperbolic triangle groups. By exact computations, we verify the existence of those triangle representations, which have boundary unipotent holonomy. We also show that many representations are redundant: for n fixed, all the (3,3,n) representations encountered are conjugate and only one among them is uniformizable." @default.
- W3208153256 created "2021-11-08" @default.
- W3208153256 creator A5015722693 @default.
- W3208153256 date "2020-06-16" @default.
- W3208153256 modified "2023-09-27" @default.
- W3208153256 title "Redundancy of triangle groups in spherical CR representations" @default.
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