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normal approximation

  • 正态近似:一种统计学方法,用正态分布来近似描述非正态分布的情况。

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  [数] 正态近似

这种近似被称之为正态近似normal approximation),其曲线为我们熟悉的铃形。计算中的重点是,使用数值作为数值的索引来计算出现的频率。

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  [数] 正态逼近

...用分布;特征函数;正态逼近正态逼近的应用 [gap=811]Key word:The typic Distribution; Eigenfunction; Normal approximation; The application of the normal approximation ...

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短语

Normal approximation interval 正态区间

normal approximation to binomial distribution 二项分布的常态逼近

normal approximation theorem 正态逼近定理

normal approximation to binomial 二项正态近似

normal approximation reference table 正态逼近参考表

validity of the normal approximation 正态近似的有效性

rate of normal approximation 正态逼近速度

second order normal approximation 二阶正态逼近

 更多收起网络短语
  • 正态近似 - 引用次数:1

    参考来源 - 定数截尾加速寿命试验下指数分布模型的区间估计
    正态逼近

·2,447,543篇论文数据,部分数据来源于NoteExpress

双语例句原声例句权威例句

  • It is the only way to keep normal approximation to the binomial.

    唯一保持对于二项式正态近似的方法。

    youdao

  • To actually apply this it helps to go to something called the normal approximation to the binomial, because it's kind of difficult to compute this formula.

    实际应用这些公式时候,需要运用项分布正态近似定理因为二项分布公式的值很难计算

    youdao

  • And in the each adaptive subdivision, we choose the normal angle of the adjacent faces as the control error to detect whether the approximation is sufficient.

    自适应细分过程中,相邻面片法向夹角作为控制误差反映细分的逼近程度是否足够

    youdao

更多双语例句
  • To actually apply this it helps to go to something called the normal approximation to the binomial, because it's kind of difficult to compute this formula.

    在实际应用这些公式的时候,需要运用二项分布的正态近似定理,因为二项分布公式的值很难计算

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  • I didn't use the normal approximation there-- that's obvious--I used the binomial itself.

    我显然并没有用到正态分布,我用了二项分布

    耶鲁公开课 - 金融市场课程节选

  • The implication of this is that you could scan a person using some advanced form of the technology used to perform MRI scans, and transmit that scanned information somewhere else -- using normal electrical or sound signals -- where it would then be reassembled into an approximation of the original.

    CNN: Beam me up: Just how close are we to teleportation?

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