论文标题
脱氨基乳酸的身份和碱基
Identities and bases in the hypoplactic monoid
论文作者
论文摘要
本文介绍了下裂裂单粒子所满足的身份的新结果。我们展示了如何将任何等级的非乳酸单嵌体嵌入严格大于2（包括无限等级）的直接乘积，该副本是等级2的或非乳酸型单体的副本。这证实了所有等级的下型单体大于或等于2完全满足相同身份。然后，我们给出这些身份的完整表征，并证明由裂解单粒子产生的品种通过为其提供有限的基础，具有有限的公理级别。
This paper presents new results on the identities satisfied by the hypoplactic monoid. We show how to embed the hypoplactic monoid of any rank strictly greater than 2 (including infinite rank) into a direct product of copies of the hypoplactic monoid of rank 2. This confirms that all hypoplactic monoids of rank greater than or equal to 2 satisfy exactly the same identities. We then give a complete characterization of those identities, and prove that the variety generated by the hypoplactic monoid has finite axiomatic rank, by giving a finite basis for it.
