论文标题
辫子方程的设置理论类型解决方案
Set-theoretic type solutions of the braid equation
论文作者
论文摘要
在本文中，我们开始研究编织方程的设定理论类型解决方案。我们的理论包括设定理论解决方案作为基本示例。我们表明，集合理论解决方案，Q-cycle集，Q插入，偏斜式套头，匹配的组和可演变$ 1 $ - cocycles之间的关系在我们的设置中仍然有效。
In this paper we begin the study of set-theoretic type solution of the braid equation. Our theory includes set-theoretical solutions as basic examples. We show that the relationships between set-theoretical solutions, q-cycle sets, q-braces, skew-braces, matched pairs of groups and invertible $1$-cocycles remain valid in our setting.
