论文标题
正方形覆盖矩形
Covering of a rectangle by squares
论文作者
论文摘要
我们证明，一个层的$ 1 \ times b $矩形在一层中都可以按平等的平方覆盖，如果f $ b = p \ p \ pm \ sqrt {p^2 -r^2} $，其中$ p \ ge r \ ge r \ ge ge 0 $ and $ p，q \ in \ mathbb {q} $。
We prove that one can cover the $1 \times b$ rectangle by equal squares on both sides in one layer iff $b = p \pm \sqrt{p^2 - r^2} $, where $p \ge r \ge 0$ and $p,q \in \mathbb{Q}$.
