1) Splitting field
分裂域
1.
Let K be the splitting field of f(x) over F.
F是任意特征p的域,f(x)为F的不可约多项式,K为f(x)在F上的分裂域。
2.
Let f(x) be non_constant polynomial over a field F with E its splitting field.
设E为系数在F上的多荐式f(x)的分裂域,若f(x)在F上根式可解,则E必含在F的一个重复根式扩张中,而E不一定是F的重复根式扩张。
2) domain decomposition
区域分裂
1.
Studying on domain decomposition using mortar elements and its applications;
基于粘接元技术的区域分裂解法及其应用
2.
The focus of domain decomposition parallel computation is on communication of information in sub domains of parallel course.
区域分裂并行计算的效率主要归结为解决并行过程中子区域间的信息传递问题。
3.
Parallel computation is based on the domain decomposition method and load balance is achieved by using METIS system.
并行计算采用区域分裂的方法,利用METIS网格分区系统实现了各节点的加载平衡。
3) splitting σ-algebra
分裂σ域
1.
In this paper,a sufficient and necessary condition for the existence of the minimal splitting σ-algebra about the conditionally independence is obtained.
本文给出了条件独立性中的最小分裂σ域存在的一个充要条件。
4) domain decomposition method
区域分裂法
1.
The application of domain decomposition method in scattering by arbitrary electrically large object;
区域分裂法在电大尺寸柱体电磁散射中的应用
2.
Based on a static non overlapped domain decomposition method,the problem is studied about the parallel implementation of a Harten Yee implicit TVD difference algorithm on a MIMD multi computers parallel system.
借助静态非重叠离散区域分裂法，研究了ＨａｒｔｅｎＹｅｅ隐式ＴＶＤ差分算法在ＭＩＭＤ多机系统上的并行实现问题。
3.
In this paper not to overlap domain decomposition methods for a fourth-order variational inequality problem is considered and the convergence is obtained.
本文基于一类四阶变分不等式的等价形式,讨论无重叠的两子区域分裂法,给出了方法的计算步骤,并得到了收敛性的结论。
5) DDM
区域分裂法
1.
The Domain Decomposition Method(DDM) in conjunction with FDFD and Modes Expansion was used to analyze the discontinuity of the rectangular recangular waveguide.
基于区域分裂法 (DDM )结合频域有限差分 (FDFD)和波导模式展开求解矩形波导不连续性问题 。
2.
The equivalent electric current and magnetic current on the surface of the cylinder are firstly expanded in Taylor s series over a given frequency and solved by FDFDDDM .
本文基于渐近波形估计（ＡＷＥ）技术和区域分裂法（ＤＤＭ）快速预测有限长三维拄体ＲＣＳ的频率响应。
6) minimal splitting field
极小分裂域
补充资料：多项式的分裂域
多项式的分裂域
splitting fidd of a polynomial
多项式的分裂域汇秘地啥五ddofapol，呱间;no淤P路加耀““几朋0r0，湘Ha] 含有一个多项式的全部根的最小的域.更确切地说，一个域K的扩张L称作域K上多项式f的分裂域，如果f在L上分解成线性因子 f=“。(x一a.)…(x一a。)且L二K(a，，…，a。)(见域扩张(extenslon ofa石eld)).任一多项式f任K汇x]都存在分裂域，并且在可以相差一个在K上为恒同映射的同构的意义下是唯一确定的.由定义即知分裂域是K的有限代数扩张. 例.复数域C是实数域R上多项式尹十1的分裂域.任一有限域(俪te fie】d)GF(q)，其中q=护，是素域GF(P)CGF(q)上多项式扩一x的分裂域.0.A.物aHoB“撰【补注】亦见G汕血理论(C川。isth印ry);不可约多项式(加旧山劝ble polyl犯m耐).
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