论文标题
关于整数的三个完整循环系统的等效性
On the Equivalence of Three Complete Cyclic Systems of Integers
论文作者
论文摘要
希尔顿和佩德森（Hilton and Pedersen）的教练系统，Schick的环状序列和Braendli-Bayne的系统，与常规（2 N） - gon中的对角线有关，以及本文中阐述的修改模块化加倍序列的系统被证明是等效的。后一个系统采用了Braendli-Bayne使用的修改模块性对等。还提出了一系列与Schick的对角线周期有关的欧拉之旅。
The system of coaches by Hilton and Pedersen, the system of cyclic sequences of Schick, and Braendli-Bayne, related to diagonals in regular (2 n)-gons, and the system of modified modular doubling sequences elaborated in this paper are proved to be equivalent. The latter system employs the modified modular equivalence used by Braendli-Bayne. A sequence of Euler tours related on Schick's cycles of diagonals is also presented.
