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首页> 外文期刊>Algebras, groups and geometries >REGULAR AND 71 - INVERSE MONOIDS UNDER SCHUTZENBERGER PRODUCTS*
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REGULAR AND 71 - INVERSE MONOIDS UNDER SCHUTZENBERGER PRODUCTS*

机译:常规和71-SCHUTZENBERGER产品下的反单反*

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摘要

In this paper we give a partial answer to the problem which is about the regularity of Schiitzenberger product in semigroups asked by Gallagher in his thesis [4, Problem 6.1.6]. Furthermore, we determine necessary and sufficient conditions for the new version of the Schiitzenberger product of monoids which was firstly defined in [1] to be regular and strongly 7r-inverse.
机译:在本文中,我们部分地解决了加拉格尔在其论文中提出的关于Schiitzenberger乘积在半群中的正则性的问题[4,问题6.1.6]。此外,我们为Schiitzenberger product半群的新版本确定了充分必要的条件,该新版本首先在[1]中定义为规则且强7r逆。

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