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closed-end相关的网络例句

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

Theorem 1 Let be continuous on the closed interval and let be a point in.

如果函数在区间上连续,则积分上限函数=在上可导,并且它的导数是

Theorem 1 If a function is continuous on the closed interval ,it is integrable on .

设在区间上连续,则在上可积。

Week 4 The definition of continuous, the nature of continuous function, integral of elementary functions, the nature of elementary functions on closed interval

第4周 连续的定义,连续函数的性质,初等函数的连续性,闭区间上连续函数的性质。

If is continuous on the closed interval and differentiable on the open interval, then there is at least one number in where

在闭区间上连续;(2)在开区间内可导

Property 5 If is integrable and nonnegative on the closed interval ,then

性质 5 如果在区间上,则。

Let f be continuous at each pint of a closed interval[a,b].

它需要用到矩阵理论的知识以及一些即使不是全部的,至少也是相当成熟的处理实变函数的知识。

The continuity of integrand on closed interval is the important condition for the validity of Newton-Leibniz formula .

被积函数在闭区间上连续是牛顿-莱布尼兹公式成立的重要条件,通过削弱该条件使牛顿-莱布尼兹公式的应用范围得到了推广,并举例说明。

In this thesis, we mainly consider the following problem: global min f s.t where is a closed interval,and is over .

本文主要考虑如下全局优化问题: global min f s.t 其中为一闭区间,为上的函数。

In this method, the outlier's density is considered smaller than the average density of data set and the none-outlier's density shouldn't decrease with its closed interval compression.

该方法提出了孤立点对象的密度要小于数据集的平均密度;非孤立点对象的密度不应因为封闭区间的收缩而减少。

Wto Department of Mathematics : I insertion depth and the level of satisfaction you into the square more than two, In other words you searched every 1cm I will be 4% satisfaction, I am generally in the range of the interval (10cm, 20cm), then your satisfaction will also 10*4=40 and 20*4=80 in between, It is in range (40%,80%), note that the pool is open interval, the interval is not closed, So I need to do a lot of exercises.

数学系:我的插入深度和你的满意程度成2的平方比,也就是说你每伸进1cm我都将得到4%的满意度,一般我的范围在区间(10cm,20cm)内,那你的满意度也就会在10*4=40和20*4=80之间,也就是在区间(40%,80%),注意,这个集合是开区间,不是闭区间,所以我还要再做大量的练习。

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Additionally, the approximate flattening of surface strip using lines linking midpoints on perpendicular lines between geodesic curves and the unconditional extreme value method are discussed.

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