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The Two-Guard Polygon Walk Problem

机译:两卫多边形行走问题

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摘要

Consider a simple polygon. A walk is conducted by two guards on the polygon boundary. They start at a boundary point and walk on the boundary. It is required that the two guards maintain their mutual visibility at all times and eventually meet together again. A polygon may or may not be walkable, depending on where the two guards start their walk or no matter where they start on the boundary. In this work, we characterize the class of walkable polygons by two guards by presenting a set of forbidden patterns.
机译:考虑一个简单的多边形。由两个警卫在多边形边界上进行行走。它们从边界点开始,然后在边界上行走。要求两名警卫始终保持相互可见,并最终再次见面。多边形是否可以行走,取决于两个警卫在哪里开始行走,或者无论他们在边界处从哪里开始。在这项工作中,我们通过提供一组禁止的图案来描述两个守卫人员对可行走多边形的分类。

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