New PDF release: A cell decomposition of Teichmuller space based on geodesic

By Schaller P. S.

Geometric And practical AnalysisVolume eleven, number one 2001 г.

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Additional resources for A cell decomposition of Teichmuller space based on geodesic length functions

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The latter condition can also be formulated as follows. Let ζ be the angle between s and t which contains the vertex of Q between b and c as well as the vertex of Q between d and a. Then ζ < π/2. (c) (2, 0)-surfaces. Definition. A septuple is a set F of seven simple closed geodesics in a (2, 0)-surface which contains two quintuples such that the intersections are as for the set of seven elements in Figure 3. Remark. All (2, 0)-surfaces have a unique hyperelliptic involution φ. It easily follows that the intersection points of the elements of a septuple are fixed points of φ.

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A cell decomposition of Teichmuller space based on geodesic length functions by Schaller P. S.


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