1) generalized equicontinuous
广义等度连续
1.
Then the uniform boundedness of normed generalized γ-quasi-subadditive(normed generalized γ-maximum-quasi-subadditive) and normed generalized binomial γ-quasi-subadditive generalized equicontinuous operator families are proved in quasi-normed space.
先提出了广义等度连续的概念,然后证明了在赋准范空间上按范广义γ-拟次加(按范广义γ-最大-拟次加)的广义等度连续算子族和按范广义二项γ-拟次加的广义等度连续算子族的一致有界性。
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 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 。
补充资料：等度连续性
等度连续性
equkoatirarity
等度连续性[仰血期咐画灯;po.oeTeneo.a，.en衅叫一HocT司，函数集的 和连续函数集的紧性概念密切相关的一个概念.设X和Y是紧距离空间，C(X，Y)是从X到Y的连续映射的集合，集合DC=C(X，Y)称作是等度连续的(叹山。n石nUO留)，如果对任意的￡>O，存在占>0，使对一切x，，xZ任X，feD，从巧(x:，xZ)(占可推出p，(f(x，)，f(xZ))(￡.D的等度连续性等价于D在e(x，Y)中相对紧宇)，此时e(x，y)被赋予距离 P(f，g)=moxP;(f(x)，g(x)); 戈〔X这就是内雀1人一怂印五定理(为1汤一怂田h山图n改n).等度连续性的思想可以移植到一致空间.【译注】*)此句话前应加一句“当D有界时，”. 余庆余译
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