uniformly convergent

uniformly convergent的基本解释

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一致收敛的

与uniformly convergent相关的网络例句 [注：此内容来源于网络，仅供参考]

Invariant theorem of the operator series multiplier convergent. Using operator series multiplier convergent,AK-space of concept ,we obtained the theorem of operator series multiplier convergent invariant and the old theorem of general series multiplier convergent invariant is looked as special case.

第三章 算子级数乘数收敛的不变性：利用算子级数乘数收敛、AK—空间的定义，得到了算子级数乘数收敛的不变性定理，从而将以往的普通级数乘数收敛的不变性定理作为特殊情况。

Suppose C is a Graph with k loops andf: G 梸- G is a continuous map with at least a peri- odic point. We prove the following three conditions are equivalent:(1) f is equicontinuous;(2) One of the following End + 2k + 1 conditions holds: in FJm.~0(E~+2L!= flJ1,m = l,2,挃,End J=1 + 2k; 1 0 = flf is a ioop on Gandf I~:0?- 0 is conjugate j=1 to a rational rotation;(3) One of the following End + 2k + 1 conditions holds: k m Lfl.m/~oE~(G+2i!~ is uniformly convergent, m = 1,2,,End+2k; n There is a poistive integer number n,~~~ is uniformly convergent.

假设G是含有k个圈的图，f是G到自身上的连续映射，并且至少有一个周期点，我们证明了下列三条陈述是等价的：（1）f是等度连续的；（2）下列End+2k+1个条件之一成立： m）F l）O=是G的一个圈，且fl_o：O→O共轭于一个有理旋转；（3）下列End+2k+1个条件之一成立： m）是一致收敛的，m=1，2，…，End+2k； l）存在某个正整数n，是一致收敛的。

The theory foundation of the method is given, which proves that the expectation and variance are uniformly convergent in measure space, and the orthogonal function series used to approach the sensitivity function is uniformly convergent.

文中描述了目标机动对命中误差灵敏度的拟合正交函数系及其一致收敛性，并用测度理论证明了小样本方法估算期望和方差的逼近的一致收敛性质。

与uniformly convergent相关的网络解释 [注：此内容来源于网络，仅供参考]

Uniformly convergent：一致收敛

提供了我们关於 线积分与面积分之关系, 但这个逼近方法有 个限制就是曲线C必须是有长度曲线 (rectiable curve), 而且还要用到一致收敛 (uniformly convergent) 的概念对於更一般的区域 Green 定理仍然是对的,

Uniformly convergent：一致收敛的

一致连续映射 uniformly continuous map | 一致收敛的 uniformly convergent | 一致收敛函数序列 uniformly convergent sequence of functions

Uniformly convergent：均匀收敛

均匀连续 uniformly continuous | 均匀收敛 uniformly convergent | 匀凸空间 uniformly convex space

simply uniformly convergent：简单均匀收敛

单周期函数 simply periodic function | 简单均匀收敛 simply uniformly convergent | 模拟 simulate

locally uniformly convergent sequence：局部一致收敛序列

locally uniformizing parameter 局部单值化参数 | locally uniformly convergent sequence 局部一致收敛序列 | locally zero function 局部零函数