Compared with bootstrap resampling, jackknife resampling? Question 61Answera.produces dissimilar results for every run because resamples are randomlydrawn.b.is done with replacement.c.usually requires that the number of repetitions is equal to the sample size
Question
Compared with bootstrap resampling, jackknife resampling? Question 61Answera.produces dissimilar results for every run because resamples are randomlydrawn.b.is done with replacement.c.usually requires that the number of repetitions is equal to the sample size
Solution
The question seems to be asking for a comparison between bootstrap resampling and jackknife resampling. Here's a step-by-step breakdown:
-
Bootstrap resampling: This is a method used in statistics to estimate the sampling distribution of a statistic by creating a large number of resamples of the observed data, each of which is obtained by random sampling with replacement from the original data. This means that each resample can contain repeated values. The results can vary with each run because the resamples are randomly drawn.
-
Jackknife resampling: This is another resampling technique, but it works a bit differently. Instead of creating resamples with replacement, it creates resamples by systematically leaving out one observation at a time from the original data set. This means that the number of resamples is usually equal to the sample size. Because of this systematic approach, jackknife resampling produces the same results for every run.
So, in comparison:
a. Unlike bootstrap resampling, jackknife resampling does not produce dissimilar results for every run because resamples are not randomly drawn.
b. Unlike bootstrap resampling, jackknife resampling is not done with replacement.
c. Unlike bootstrap resampling, jackknife resampling usually requires that the number of repetitions is equal to the sample size.
Similar Questions
Otema Chi has a spreadsheet with 108 monthly returns for shares in Marunou Corporation. He writes a software program that uses bootstrap resampling to create 200 resamples of this Marunou data by sampling with replacement. Each resample has 108 data points. Chi’s program calculates the mean of each of the 200 resamples, and then it calculates that the mean of these 200 resample means is 0.0261. The program subtracts 0.0261 from each of the 200 resample means, squares each of these 200 differences, and adds the squared differences together. The result is 0.835. The program then calculates an estimate of the standard error of the sample mean.The estimated standard error of the sample mean is closest to:A.0.0115B.0.0648C.0.0883
As the sample size increases, the sampling error ..... while the nonsampling error ..............Question 15Answera.decreases, remains unchangedb.remains unchanged, decreasesc.remains unchanged, decreasesd.increases, decreases
What intuitive technique is used for unbalanced datasets that ensures a continuous downsample for each of the bootstrap samples?1 pointDownsamplingUpsamplingSMOTEBlagging
Which of the following statements about bootstrapping is true?<br /> A. 1. Bootstrapping can be applied to construct prediction intervals revealing uncertainty in predictions. <br />B. 2. Bootstrapping randomly selects samples with replacement from the original dataset. <br />C. 3. Bootstrapping involves creating multiple smaller datasets from the original dataset. <br />D. 4. Bootstrapping requires dividing the dataset into multiple folds for training and testing.
Which of the following statements about Random Upsampling is TRUE?1 pointRandom Upsampling generates observations that were not part of the original data.Random Upsampling will generally lead to a higher F1 score.Random Upsampling preserves all original observations.Random Upsampling results in excessive focus on the more frequently-occurring class.
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.