In the mathematical theory of Kleinian groups, Bers slices and Maskit slices, named after Lipman Bers and Bernard Maskit, are certain slices through the moduli space of Kleinian groups. == Bers slices == For a quasi-Fuchsian group, the limit set is a Jordan curve whose complement has two components.
In the mathematical theory of Kleinian groups, Bers slices and Maskit slices, named after Lipman Bers and Bernard Maskit, are certain slices through the moduli space of Kleinian groups. == Bers slices == For a quasi-Fuchsian group, the limit set is a Jordan curve whose complement has two components.
Source: Wikipedia "Bers slice" · CC BY-SA 4.0
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