We prove that the Bers and Maskit slices of the quasifuchsian space of a once punctured torus have a dense, uncountable set of points in their boundaries about which the boundary spirals infinitely.
You can download my version (slightly different to the published version) in PDF format (340k).
Below is a series of zooms into the Maskit slice, clockwise from top left to bottom right, illustrating the phenomenon of spirals in the boundary of the Maskit slice.
| Attachment | Size |
|---|---|
| spirals.pdf | 339.63 KB |