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首页> 外文期刊>Journal of Optimization Theory and Applications >Blaschke-Type Theorem and Separation of Disjoint Closed Geodesic Convex Sets
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Blaschke-Type Theorem and Separation of Disjoint Closed Geodesic Convex Sets

机译:Blaschke型定理和不相交的闭合测地线凸集的分离

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摘要

In this paper, we deal with analytic and geometrical properties of geodesic convex sets and geodesic paths. We show that Blaschke's Theorem for convex sets is also true for geodesic convex sets and geodesic paths in a simple polygon. Some geometrical properties of geodesic triangles are presented. Furthermore, separation of geodesic convex sets is shown.
机译:在本文中,我们处理了测地线凸集和测地线路径的解析和几何性质。我们证明了凸集的Blaschke定理对于简单多边形中的测地凸集和测地路径也适用。介绍了测地线三角形的一些几何特性。此外,显示了测地凸集的分离。

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