论文标题
多边形的双分节线的包络
Envelopes of Bisection Lines of Polygons
论文作者
论文摘要
一分解线将凸面平面曲线划分为具有相等区域的两个部分。研究这些线条的包膜是很自然的，这些线条通常是当前的奇异性。多边形的情况特别是iNTE \ - 由于存在几种不同的概念。在本文中，我们研究了三个不同的分配线及其之间的连接的不同概念。
A bisection line divides a convex planar curve into two parts with equal areas. It is natural to study the envelope of these lines, which in general present singularities. The polygonal case is particularly inte\-resting, since there are several different notions of a discrete envelope. In this paper, we study three different notions of discrete envelopes of bisection lines and the connections between them.
