1) abscissa of uniform convergence
一致收敛横标
2) convergence uniformly horizontal coordinate
一致收敛横坐标
1.
We define convergence,absolute convergence and convergence uniformly horizontal coordinate σ ″ c, σ ″ a, σ ″ u.
建立了下侧Ｌａｐｌａｃｅ－ Ｓｔｉｅｌｔｊｅｓ 积分的收敛，绝对收敛，一致收敛横坐标σ″ｃ ，σ″ａ ，σ″ｕ 的概念。
3) abscissa of dependent bound converge uniformly
相关一致有界收敛横坐标
4) uniform convergence
一致收敛
1.
Heine theorem of uniform convergence of generalized integral with variable paramater;
含参变量广义积分一致收敛的Heine定理
2.
The uniform convergence for a kind of function sequence and its applications;
一类函数序列的一致收敛性及应用
3.
Necessary and sufficient conditions on uniform convergence with functional series
关于函数项级数一致收敛判别法的充要条件
5) uniformly convergent
一致收敛
1.
A judging theorem about function sequence uniformly convergent;
关于函数列一致收敛的一个判定定理
2.
In this paper we show that f is equicontinuous if and only if one of the following holds: (1) {f j·4! } ∞ j=1 is uniformly convergent.
证明 8字空间上连续映射 f:8→ 8是等度连续的充分必要条件是下列条件之一成立 :( 1 ) {fj·4!}∞j=1 是一致收敛的 ;( 2 )存在一个正整数k ,使得 {fj·k}∞j=1 是一致收敛的。
6) convergence uniform
一致收敛
1.
On the basis of the concepts of complex fuzzy—valued function s series and convergence uniform, this paper discusses some complementary discrimination principles of the convergence uniform.
在给出复Fuzzy值函数级数及其一致收敛的概念的基础上,讨论了复Fuzzy值函数级数的一致收敛的一些补充判别法则。
2.
On the basis of the concepts of the complex fuzzy-valued function s series and convergence uniform, this paper complements discrimination priciples of the convergence uniform and discusses some properties of the complex fuzzy-valued functions series under convergence uniform.
在给出复Fuzzy函数级数及其一致收敛的概念的基础上,补充了复Fuzzy函数级数一致收敛的判别方法并讨论了一致收敛的复Fuzzy函数级数的若干性质。
3.
This paper gives the proof of function series convergence uniform theorem in paper [1] by construction method and seek for necessary and sufficient condition in general integral convergent further.
用构造的方法,给出文[1]中函数项级数一致收敛定理的证明,并探索、研究广义积分收敛的充要条件。
补充资料：横标
横幅标语：巨幅～。
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