1) infinite regular cardinal number
无限正则基数
1.
Let s be an infinite regular cardinal number, F? be a filter of a set I.
设 为无限正则基数,F为集合I的滤子,通过模的 积和F-积给出了其系数环R相关结构的特征刻画。
2) regular cardinal
正则基数
3) in-finitesimal regular transfonnation
无限小正则变换
4) regular uncountable cardinal
正则不可数基数
1.
Generally, for a regular uncountable cardinal κ, what is the sufficient and necessary condition of GO-space being κ-paracompact? we solved this problem.
早在1 95 4年,Gillman和Henriksen就证明了一个GO-空间是仿紧空间的充分必要条件,那么,更一般地,任给一个正则不可数基数κ,GO-空间是κ-仿紧空间的充分必要条件是什么呢?本文回答了这个问题。
2.
We obtain that under the normality of product of a topological space and a GO-space and the normality of product of the topological space and a regular uncountable cardinal are equivalent.
本文对“每一个GO-空间都是可数仿紧的”这一性质进行了推广,得到了“每一个GO-空间都是
5) Infinite positive element
无限正元
6) regularization parameters
正则参数
1.
This paper makes further researches on the Gradient Regularization method, and not only establishes a fresh iterative gradient regularization algorithm in a brief way but also gives a practical way to choose regularization parameters.
本文对梯度正则化方法(GradientRegularizationMethod)作了进一步的研究,给出一种建立了梯度正则化迭代算法和选择正则参数的简明实用方法。
2.
To overcome over-smoothed impedance model edge,we introduce the geologic structures constraints of layers and faults which be achieved by adjusting regularization parameters at layer interfaces and faults.
为了克服波阻抗模型边界过于平滑,在反演中引入地层和断层等构造信息约束,并且通过调整地层分界面和断层处的正则参数值来实现构造约束。
补充资料：基数标准(见基数)
基数标准(见基数)
level of basic load
lishu biaozhun基数标准(level of basic load)见基数。
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