Packing a triangle by collections of its non-blocking homothetic copies

期刊论文
发表日期：

2025年1月4日

查看全文

Janusz Januszewski,
Łukasz Zielonka

摘要

Two copies of a triangle T of the positive homothetic ratio $a_1$ $a_{1}$ and $a_2$ $a_{2}$ are non-blocking, provided that $a_1+a_2\le 1$ $a_{1} + a_{2} \leq 1$ . Any collection of pairwise non-blocking homothetic copies of T, whose total area does not exceed 5/9 the area of T, can be packed into T.