Now what is my sample variance?
现在我的样本方差是多少?
单词 | Sample variance |
释义 |
Sample variance
原声例句
可汗学院:统计学(视频版) Now what is my sample variance? 现在我的样本方差是多少? 可汗学院:统计学(视频版) Let's get the calculator out to actually figure out our sample variance. 让我们用计算器实际计算出我们的样本方差。 可汗学院:统计学(视频版) Now given this sample here, what is my sample mean and my sample variance? 现在给定这个样本,我的样本均值和样本方差是多少? 可汗学院:统计学(视频版) My sample standard deviation is just going to be the square root of my sample variance. 我的样本标准差只是样本方差的平方根。 可汗学院:统计学(视频版) Our sample variances for each of these distributions. 我们针对这些分布中的每一个的样本方差。 可汗学院:统计学(视频版) We can approximate these with our sample variances for each of these distributions. 我们可以用每个分布的样本方差来近似这些。 可汗学院:统计学(视频版) If you take your sample standard deviation, 4.67 and you square it, you get your sample variance. 如果您取样本标准差 4.67 并将其平方,则得到样本方差。 可汗学院:统计学(视频版) Plus my sample standard deviation for the control squared, which is the sample variance. 加上我的控制平方样本标准偏差,即样本方差。 可汗学院:统计学(视频版) Sample variance is going to be equal to the sum of my squared distances to the mean divided by my samples minus 1. 样本方差将等于我与均值的平方距离之和除以我的样本减 1。 可汗学院:统计学(视频版) Remember, this is a sample variance, and we want to get the best estimator of the real variance of this distribution. 请记住,这是一个样本方差,我们希望获得该分布真实方差的最佳估计值。 可汗学院:统计学(视频版) So then we would have gotten the sample variance at 9.70. 那么我们就会得到 9.70 的样本方差。 可汗学院:统计学(视频版) So your sample variance, when you do it this way, it might turn out a little bit low. 所以你的样本方差,当你这样做的时候,结果可能会有点低。 可汗学院:统计学(视频版) Now let's also figure out our sample variance because we can use it later for building our confidence interval. 现在让我们也算出我们的样本方差,因为我们以后可以用它来建立我们的置信区间。 可汗学院:统计学(视频版) So our sample variance is-- well, I'll just say 0.246. 所以我们的样本方差是——好吧,我就说 0.246。 可汗学院:统计学(视频版) So this is going to be our sample standard deviation one squared, which is the sample variance for that distribution, over 100. 所以这将是我们的样本标准偏差的平方,这是该分布的样本方差, 超过 100。 可汗学院:统计学(视频版) And actually this is what some people often refer to, when they talk about sample variance. 事实上,这就是一些人在谈论样本方差时经常提到的。 可汗学院:统计学(视频版) The variance of a sample, or sample variance, or unbiased sample variance-- and that's why we're going to divide by n minus 1. 样本的方差,或样本方差,或无偏样本方差——这就是我们要除以 n 减 1 的原因。 可汗学院:统计学(视频版) It is equal to-- it is our sample variance-- I'll write it over here-- our sample variance is equal to 0.246. 它等于——这是我们的样本方差——我会在这里写下来——我们的样本方差等于 0.246。 可汗学院:统计学(视频版) So we might just say, well, maybe a good way to take the sample variance is, do it the same way. 所以我们可能会说,好吧,也许获取样本方差的一个好方法是, 以同样的方式进行。 可汗学院:统计学(视频版) Our sample variance here-- so let me draw a sample variance-- we're going to take the weighted sum of the square differences from the mean and divide by this minus 1. 我们这里的样本方差——所以让我画一个样本方差——我们将取平均值的平方差的加权和除以这个负 1。
中文百科
方差 Variance(重定向自Sample variance)
方差(Variance),应用数学里的专有名词。在概率论和统计学中,一个随机变量的方差描述的是它的离散程度,也就是该变量离其期望值的距离。一个实随机变量的方差也称为它的二阶矩或二阶中心动差,恰巧也是它的二阶累积量。方差的算术平方根称为该随机变量的标准差。
英语百科
Variance 方差(重定向自Sample variance)
![]() ![]() ![]() In probability theory and statistics, variance is the expectation of the squared deviation of a random variable from its mean, and it informally measures how far a set of (random) numbers are spread out from their mean. The variance has a central role in statistics. It is used in descriptive statistics, Statistical inference, hypothesis testing, goodness of fit, Monte Carlo sampling, amongst many others. This makes it a central quantity in numerous fields such as Physics, Biology, Chemistry, Economics, and Finance. The variance is the square of the standard deviation, the second central moment of a distribution, and the covariance of the random variable with itself, and it is often represented by σ² or Var(X). |
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