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Home > english-chinese > "subring" in Chinese

Chinese translation for "subring"

辅助环
数子环
子环


Related Translations:
lie subring:  李子环
division subring:  可除子环
smallest subring:  最小子环
differential subring:  微分子环
Example Sentences:
1.A subset s of a ring a is a subring of a .
环A的子集S叫作A的子环。
2.A subset s of a ring a is a subring of a
环a的子集s叫作a的子环。
3.Strong fuzzy subring of a ring
一个环的强模糊子环
4.In this paper , the concept of ideal of ring is spreaded by widening the satisfying conditions of the subring of ring , thus the concept of weak nearly - ideal is drawn out , and several basic properties of weak nearly - ideal are given
通过对环的子环所满足的条件进行加强,推广了环的理想概念,引入了弱近理想的概念,讨论了弱近理想的性质,以及弱近理想与近理想、理想、弱理想的关系
5.We define a frobenius map over galois , trace codes and subring subcode . we prove the trace of dual codes over galois is the dual codes of subring subcode . all the results are very important for the study of the error correcting codes over rings
第四,作者在galois环gr ( q ~ m )上定义了frobenius映射,并在该环上定义了迹码和子环子码的概念,得到了galois环上的一个码的对偶码的迹码是该码的子环子码的对偶码。
6.Moreover , rough sets in a ring is studied and the concepts of rough subrings , rough ideals are been first introduced . under the condition of the congruence relation determined by a given ideal in a ring , rough sets of a subring is proved to be its subring , while that of a ideal is also proved to be its ideal
进一步,研究了环中的粗糙集,引入了粗子环和粗理想的概念,证明了在环中一固定的理想所决定的同余关系下,子环的粗糙集是子环,左(右,双)理想的粗糙集是左(右,双)理想。
7.Fonally , in a ring , the corresponding results of a semigroup and a group are generalized . fuzzy rough sets in a ring is studied and the concepts of r fuzzy rough subrings , fuzzy rough ideals are been first introduced . under the condition of the congruence relation determined by a given ideal in a ring , fuzzy rough sets of a fuzzy subring is proved to be its fuzzy subring , while that of a fuzzy ideal is also proved to be its fuzzy ideal
最后,把半群和群中的相应结果推广到来了环中,引入了模糊粗糙子环和模糊粗糙理想的概念,得出在环中一固定的理想所决定的同余关系下,模糊子环的模糊粗糙集是模糊子环,模糊左(右,双)理想的模糊粗糙集是模糊左(右,双)理想。
8.In this paper , the fuzzy uniform ring , fuzzy uniform subring , fuzzy uniform residue class ring , and direct product of fuzzy uniform rings are defined ; the three necessary and sufficient conditions to describe fuzzy uniform ring by the fuzzy topological ring of type ( qu ) , by fuzzy uniform space and by a family of fuzzy subsets of a ring are obtained
摘要本文定义了模糊一致环概念,研究了它与模糊拓扑环的关系及它与模糊一致空间的关系;给出了借助于环的模糊子集族对模糊一致环的刻画,还引入了模糊一致子环,模糊一致剩余类环与模糊一致环的直积;并讨论了它们的分离性。
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