论文标题
完美长方体的不存在
The Non-existence of Perfect Cuboid
论文作者
论文摘要
一个完美的立方体，俗称为完美的欧砖/一个完美的盒子，是一个具有整数侧长，整数脸对角线和整数空间对角线的立方体。 Euler提供了一个例子，其中只有身体对角线对整数值不足，但被称为Euler Brick。没有人发现任何完美的立方体，但是我们许多人都尝试过。该研究论文的结果证明没有完美的立方体。
A perfect cuboid, popularly known as a perfect Euler brick/a perfect box, is a cuboid having integer side lengths, integer face diagonals and an integer space diagonal. Euler provided an example where only the body diagonal became deficient for an integer value but it is known as an Euler brick. Nobody has discovered any perfect cuboid, however many of us have tried it. The results of this research paper prove that there exists no perfect cuboid.
