## Bounding the size of an almost-equidistant set in Euclidean space. (arXiv:1708.01590v1 [math.CO])

A set of points in d-dimensional Euclidean space is almost equidistant if among any three points of the set, some two are at distance 1. We show that an almost-equidistant set in \$\mathbb{R}^d\$ has cardinality \$O(d^{4/3})\$.查看全文

## Solidot 文章翻译

 你的名字 留空匿名提交 你的Email或网站 用户可以联系你 标题 简单描述 内容 A set of points in d-dimensional Euclidean space is almost equidistant if among any three points of the set, some two are at distance 1. We show that an almost-equidistant set in \$\mathbb{R}^d\$ has cardinality \$O(d^{4/3})\$.