1) normal crypto H#-abundant semigroups
正规密码H#-富足半群
1.
In this paper,a new construction theorem of normal crypto H#-abundant semigroups is given,i.
证明了H#-富足半群S是正规密码H#-富足半群当且仅当它是完全J#-单半群的强半格。
2) H~#-abundant Semigroups
H~#-富足半群
3) normal orthocryptou semigroups
正规纯正密码半群
4) factoris-able abundant semigroups of type-(H,I)
型(H,I)因子富足半群
5) abundant semigroup
富足半群
1.
Fuzzy Good Congruences on Abundant Semigroups;
富足半群上的F-好同余
2.
In this paper,first,we study fuzzy ideals on abundant semigroups by using Green*-relations L*,R* on semigroups defined by Fountain in and the natural partial order theory on abundant semigroups introduced by Lawson in [3],and give some properties of fuzzy ideals on such semigroups.
利用Fountain在文[1]中定义的半群S上的Green*-关系L*,R*及Lawson在文[3]中关于富足半群上的自然偏序理论研究了富足半群上的模糊理想,得到了富足半群上模糊理想的一些性质。
3.
In this paper,we study fuzzy ideals on abundant semigroups and get some properties of fuzzy ideals on such semigroups.
利用kuroki在文[9]中的结论,研究了富足半群上的模糊理想,得到了富足半群上模糊理想的一些性质,最后,通过举例,证明了富足半群在非正则的情形下,其上的模糊理想所具有的好性质。
6) abundant semigroups
富足半群
1.
It is studied that so-called abundant semigroups with a right regular media idempotent.
研究所谓的具有右正则中间幂等元的富足半群,在给出右正则中间幂等元的概念之后,给出了具有右正则中间幂等元的富足半群的构造方法。
2.
In this paper,we discuss the properties of medial idempotents on abundant semigroups, study quasi-adequate semigroups with a normal medial idempotent and some extreme cases of such senngroups, and give the description of structure of every type of such semigroups, respectively.
从富足半群上中间幂等元的性质着手,研究具有正规中间幂等元的准充足半群的性质及若干极端情形,并分别给出各类半群的特征与构造。
补充资料：正规
符合正式规定或公认标准的：正规战｜正规程序。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条