WebI am wondering about the following: Suppose that S is a non-compact hyperbolic surface of finite area. Suppose that λ ⊂ S is a non-trivial, geodesic, measured lamination. Forget the … WebIt draws geodesic flight paths on top of Google maps, so you can create your own route map. Great Circle Map displays the shortest route between airports and calculates the …
Boundaries of Teichm¨uller spaces and end-invariants for …
WebLaminations. Let MLg,n denote the space of (nonzero) measured geodesic laminations on a standard topological surface Σg,n. The intersection number of a pair of laminations will be denoted by i(λ,µ). By straightening the vertical foliation F(q) of a quadratic differential, we obtain a measured lamination Λ(q) (cf. [Le]). The map q → (Λ(q ... WebA measured geodesic lamination is a geodesic lamination ν equipped with a translation invariant transverse measure ξsuch that the ξ-weight of every compact arc in Swith endpoints in S−νwhich intersects νnontrivially and transversely is positive. We say that νis the support of the measured geodesic lamination. facebook orchestre mad
Typical properties of periodic Teichmüller geodesics: Lyapunov ...
WebMeasured laminations. A measured geodesic lamination Lis a compact subset of Xfoliated by simple geodesics, together with a transverse invariant measure, which assigns a … WebMar 3, 2010 · Given a measured geodesic lamination on a hyperbolic sur- face, grafting the surface along multiples of the lamination denes a path in Teichmuller space, called the grafting ray. We show that every grafting ray, after reparameterization, is a Teichmuller quasi-geodesic and stays in a bounded neighborhood of some Teichmuller geodesic. As … WebMar 1, 2024 · The locus and intensity of this bending is described by a measured geodesic lamination, which is a topological object. We consider two problems: the topological characterization of those measured ... facebookoreillyearlylearningcenter