论文标题
有限的拉丁文难题的中间翻译
The middle translations of finite involutory latin quandles
论文作者
论文摘要
本文研究了有限的拉丁难题及其表示的左侧（右）中间翻译。它还表明，可以通过应用左中间翻译的应用从奇数顺序的循环构建奇数n的左牵引拉丁群众。此外，还研究了独立拉丁文拼念的旋转概念，并且表明，如果Q是奇数n的左侧拉丁语拉丁文，那么在映射的组成下，所有右旋旋转（R-Spins）的集合是奇数n的环状组。
This paper studies the left (right) middle translations on finite involutory latin quandles and their representations. It also shows that a left involutory latin quandle of odd order n can be constructed from a cyclic group of odd order by the application of left middle translations. Furthermore, the concept of spins of involutory latin quandle is investigated, and it is shown that if Q is a left involutory latin quandle of odd order n, then the set of all right spins (r-spins) is a cyclic group of odd order n under composition of mapping.
