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Find link is a tool written by Edward Betts .
searching for horocycle 4 found (31 total)
alternate case: Horocycle
John Smillie (mathematician)
(867 words)
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2577 [math.DS]. Bainbridge, Matt; Smillie, John; Weiss, Barak (2016). "Horocycle dynamics: New invariants and eigenform loci in the stratum H(1,1)". arXiv:1603
Hillel Furstenberg
(1,461 words)
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arbitrary large arithmetic progressions. He proved unique ergodicity of horocycle flows on compact hyperbolic Riemann surfaces in the early 1970s. The Furstenberg
Ergodic theory
(3,727 words)
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typical of rigidity theory. In the 1930s G. A. Hedlund proved that the horocycle flow on a compact hyperbolic surface is minimal and ergodic. Unique ergodicity
Descartes' theorem
(6,368 words)
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tangent configurations in hyperbolic geometry including hypercycles and horocycles , if k j {\displaystyle k_{j}} is the geodesic curvature of the cycle relative