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Invariants of Self-Intersected and Inversive N-Periodics in the Elliptic Billiard
arXiv - CS - Computational Geometry Pub Date : 2020-11-12 , DOI: arxiv-2011.06640
Ronaldo Garcia and Dan Reznik

We study more invariants in the elliptic billiard, including those manifested by self-intersected orbits and inversive polygons. We also derive expressions for some entries in "Eighty New Invariants of N-Periodics in the Elliptic Billiard" (2020), arXiv:2004.12497.

中文翻译:

椭圆台球中自相交和逆N周期的不变量

我们研究了椭圆台球中更多的不变量,包括那些由自相交轨道和倒多边形表现出来的不变量。我们还推导出了“椭圆台球中 N-周期的八十种新不变量”(2020 年),arXiv:2004.12497 中的一些条目的表达式。
更新日期:2020-11-16
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