BIRS Workshop Lecture Videos
Horocycle flow orbit closures Lindsey, Kathryn
For any flat surface, the closure of its orbit under the horocycle flow in almost any direction is equal to its $SL(2, \mathbb R)$ orbit closure. I will sketch the proof of this result as well as present a characterization of lattice surfaces in terms of minimal sets for the horocycle flow. These results are joint work with Jon Chaika.
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