论文标题
完美的立方体，原始的毕达哥拉斯三元组和欧拉（Eulerian）并行剥削。构造动力
Perfect cuboid, primitive Pythagorean triples and Eulerian parallelepipeds. Dynamics of construction
论文作者
论文摘要
一个未解决的数学问题仍然是完美的立方体问题。完美的立方体是一个矩形平行的，其边缘，脸对角线和空间对角线都以整数表示。尚未发现这种情况，也没有证明其存在。本文显示了完美立方体不存在的证明。
One unsolved mathematical problem remains the perfect cuboid problem. A perfect cuboid is a rectangular parallelepiped whose edges, face diagonals and space diagonal are all expressed as integers. No such cuboid has yet been discovered and its existence has also not been proven. This paper shows a proof of the non-existence of a perfect cuboid.
