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题目：Shortest Filling Geodesics on Hyperbolic Surfaces

报告人：高悦 博士 （安徽师范大学）

地点：致远楼108室

时间：2024年6月6日 星期四 15:30—16:30

摘要：In this talk, we show that the minimal length of a filling geodesic on a genus $g$ hyperbolic surface in the surface moduli space is realized by the geodesic whose complement is a right-angled regular $(8g-4)$-gon, among the filling geodesics whose complements have at most one triangle or at most one non-triangle polygon, and a concrete example realizing this minimum is provided. This is a joint work with Jiajun Wang and Zhongzi Wang.

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