拟整环,quasi-domain
1)quasi-domain拟整环
1.In this paper,the author mainly discusses a ring named quasi-domain which is commutative and has no zero divisor,about its factorial problem.本文定义了拟整环为无零因子的交换环,讨论拟整环因子分解唯一性问题,得到了拟整环S是唯一分解环的充分必要条件。
2)the quasi-Ω-domains拟Ω-整环
1.In this paper,the definition of the quasi-Ω-domains is given.文章首先给出了拟Ω-整环的定义,同时对拟Ω-整环提出了两个问题,并给出了肯定的回答,最后还证明了若R是一个PVMD的拟Ω-整环,则对R的每个非零的素w-理想P来说,或者w-D(w-J(P))=w-P↓,或者w-D(w-J(P))=w-P↓\{P}且P是未分支的。
3)quasi ring拟环
1.The algebra systemquasi ring has been further studied by using the quasi group.对所建立的新的代数系统———拟环作了进一步探讨 ,给出了一些新的性质 。
2.In this paper,the author establishes a kind of special ring——the quasi ring by using quasi group, then studies its characteristics and structure, at the same time, obtains a series of results about quasi group.利用拟群建立了一类新的特殊环———拟环 ,讨论其特征与结构 ,得出了相关于拟群的一系列结论 。
英文短句/例句

1.KINEMATICS OF VIRTUAL ASSEMBLY FOR MEMS IN VIRTUAL ENVIRONMENT虚拟环境中微机械拟实组装的运动学描述
2.Construction of Virtual Environment for Ice Stadium and Simulation of Three Dimensional Speed Skating Movement冰场虚拟环境构建及虚拟人三维速滑运动仿真
3.Quasi-Clean Rings and Strongly Quasi-Armendariz Rings;拟Clean环与强拟Armendariz环
4.A Note on Strongly Armendariz Rings and Strongly Quasi-Armendariz Rings关于强Armendariz环和强拟Armendariz环
5.On Quasi-Injective,Quasi-Projective,Quasi-Flat Module and Special Rings;拟投射模、拟内射模、拟平坦模和特殊环
6.ABES (Aerospace Business Environment Simulator)航天业务环境模拟装置
7.synthetic apparatus for weld thermal cycle焊接热循环模拟装置
8.pseudocyclic photophosphorylation拟循环性光合磷酸化
9.DEES (Dynamic Electromagnetic Environment Simulator)动态电磁环境模拟器
10.space environmental chamber载人航天环境模拟器
11.space simulator宇宙空间环境模拟器
12.Study on Virtual Hand Control for Virtual Reality虚拟现实环境下虚拟手控制技术研究
13.Ensure the Testing Lab Environment Simulates the Proposed确保测试实验室环境模拟建议的环境
14.A Study of the Antiaircraft Gun Drilling Simulation System Based on Virtual Battlefield;基于虚拟战场环境的高炮训练模拟系统研究
15.Study on Simulation of Forest Stand Growth and Management Based on Vitual Forest Environment;基于虚拟森林环境的林分生长和经营模拟研究
16.Study on Intelligent Simulation of SARS Spread Behavior in Virtual Geographic Environment;虚拟地理环境中SARS传播行为智能模拟研究
17.Research on Physical Simulation and Interaction in Virtual Reality Environment虚拟现实环境下的物理模拟及交互性的研究
18.Distributed Virtual Network Management Technology in Virtual Computing Environment虚拟计算环境中的分布式虚拟网管技术
相关短句/例句

the quasi-Ω-domains拟Ω-整环
1.In this paper,the definition of the quasi-Ω-domains is given.文章首先给出了拟Ω-整环的定义,同时对拟Ω-整环提出了两个问题,并给出了肯定的回答,最后还证明了若R是一个PVMD的拟Ω-整环,则对R的每个非零的素w-理想P来说,或者w-D(w-J(P))=w-P↓,或者w-D(w-J(P))=w-P↓\{P}且P是未分支的。
3)quasi ring拟环
1.The algebra systemquasi ring has been further studied by using the quasi group.对所建立的新的代数系统———拟环作了进一步探讨 ,给出了一些新的性质 。
2.In this paper,the author establishes a kind of special ring——the quasi ring by using quasi group, then studies its characteristics and structure, at the same time, obtains a series of results about quasi group.利用拟群建立了一类新的特殊环———拟环 ,讨论其特征与结构 ,得出了相关于拟群的一系列结论 。
4)near ring拟环
1.The commutative theorem characterized by an associative ring, presented in document 1 noted by Guo Huaguang is extended to the formation of the left near ring with partition law.把郭华光在文献[1]中关于结合环的交换性定理推广到分配生成左拟环上。
2.This paper discusses the basic properties, ideals and quotients of the near rings which meet distributive law, and some important theovems of ring theories were extended into near rings.本文研究了满足分配律的拟环的基本性质、理想和商,并把环论中的一些重要定理推广到拟环中去。
5)near-ring拟环
1.The concept of fuzzy homomorphism between two near-ring was defined.本文首先定义了两个拟环之间的模糊同态映射 。
2.The paper defined two radicals R 0 and R c for near-rings and proved some poperties of these radicals.定义了拟环的两个根R0 与Rc,并对其性质进行了研究 。
6)integral domain整环
1.Inverse-preserving linear operators on spaces of upper triangular matrices over commutative integral domain;交换整环上三角矩阵的保逆线性算子
2.) of semigroup rings is discussed;under the condition that the rings are integral domains and the semigroups are commutative torsion-free and cancellative monoids.在环为整环、半群为交换无挠可消摹群的条件下对半群环的主理想升链条件进行了研究。
3.In recent years, how to extend it to an arbitrary integral domain has become a problem of great concern.近年来 ,如何把解决域上多条序列最短线性移性位寄存器综合问题的基本迭代算法(FIA)扩展到任意一个整环上 ,这一问题很受关注。
延伸阅读

(Z,Z)-聚环氧乙烷聚甲基环氧乙烷双油酸酯CAS:67167-17-3中文名称:(Z,Z)-聚环氧乙烷聚甲基环氧乙烷双油酸酯英文名称:methyl-, polymer with oxirane, di-9-octadecenoate, (Z,Z)-Oxirane Poly(propylene oxide, ethylene oxide), diester with oleic acid