1) generalized continuity
广义连续性
1.
Characterizations of almost locally Noetherian modules by generalized continuity;
几乎局部Noether模的广义连续性特征
2.
It is proved that the generalized continuity and strong differentiability of their infinitesimal generators w.
证明了 :无穷小生成元关于参数的广义连续性及强可微性蕴含着该 C0 -半群关于参数的可微性 。
2) generalized absolute continuity
广义绝对连续性
3) generalized continuous lattice
广义连续格
1.
Upper(lower) sublattices are used as a tool to establish structure theorems of generalized continuous lattices.
以上 (下 )子格为工具建立广义连续格的诸结构定理 。
2.
In this paper,we give a characterized theorem of generalized continuous lattices and prove that the image of a generalized continuous lattice under a kernel operator preserving directed supremum or a closure operator preserving directed supremum is a generalized continuous lattice.
该文给出了广义连续格的一个刻划定理，证明了广义连续格在保定向并的开核算子或保定向并的闭包算子下的象仍为广义连续格。
4) generalized continuous roots
广义连续根
1.
In this paper, provided that generator polynomial of a given linear rank distance code possesses generalized continuous roots set, the sufficient condition that makes the given li.
本文在此基础上,讨论当线性秩距离码的生成多项式具有广义连续根时,它能构成秩距离BCH码的充分条件并给出了此充分条件。
5) Generalized Hemicontinuous
广义半连续
6) generalized modulus of continuity
广义连续模
1.
Then the generalized modulus of continuity Ωk(f;δ) is defined.
利用一个平移算子Fh定义了高阶差分Δhk(f),进而定义广义连续模Ωk(f;δ),在空间L2(R2;e-x2-y2)中引入一个二阶微分算子D,由此来定义函数类Wφr,k(D)。
补充资料：连续性与非连续性(见间断性与不间断性)
连续性与非连续性(见间断性与不间断性)
continuity and discontinuity
11an父ux泊g四f“山。麻以角g、.连续性与非连续性(c。nt，n琳t:nuity一)_见间断性与不间断性。and diseo红ti-
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参考词条