论文标题
nilpotent左准群
Nilpotent left quasigroups
论文作者
论文摘要
在本文中，我们从Freese和McKenzie \ Cite {Comm}的意义上研究了左准群的中心一致性，并为Quandles扩展了一些已知的结果。特别是，我们可以将有限的nilpotent拉丁难题的表征和Quandles的分布品种的表征扩展到依从左左准群的设置。
In this paper we investigate central congruence of left quasigroups in the sense of Freese and McKenzie \cite{comm} and we extend some known results for quandles. In particular, we can extend the characterization of finite nilpotent latin quandles and the characterization of distributive varieties of quandles to the setting of idempotent left quasigroups.
