论文标题
$ 3 $毫米的亚光交叉点
The Intersection of $3$-Maximal Submonids
论文作者
论文摘要
关于两个$ k $的单词的交集的结构，即使$ k = 3 $，几乎没有什么了解。在这里，我们调查了$ k $ - maximal monoids的情况，也就是说，其基础$ k $的基础不能被非平地分解为最多$ k $单词。我们表征了两个$ 3 $ maximal单型的交叉点。
Very little is known about the structure of the intersection of two $k$-generated monoids of words, even for $k=3$. Here we investigate the case of $k$-maximal monoids, that is, monoids whose basis of cardinality $k$ cannot be non-trivially decomposed into at most $k$ words. We characterize the intersection in the case of two $3$-maximal monoids.
