论文标题
多代数作为代数的公差商
Multi-algebras as tolerance quotients of algebras
论文作者
论文摘要
如果$ a $是代数，而\ bgt是$ a $的公差，那么$ a/\ bgt $是自然方式的多代代数。我们举例说明并非每个多代数都以这种方式出现。我们稍微概括了$ a/\ bgt $的构建，并证明每个多代数都来自这种修改的结构。
If $A$ is an algebra and \bgt is a tolerance on $A$, then $A/\bgt$ is a multi-algebra in a natural way. We give an example to show that not every multi-algebra arises in this manner. We slightly generalize the construction of $A/\bgt$ and prove that every multi-algebra arises from this modified construction.
