A Comparison between Normal and Non-Normal Data in Bootstrap
暂无分享,去创建一个
In the area of statistics, bootstrapping is a general modem approach to resampling
methods. Bootstrapping is a way of estimating an estimator such as a variance
when sampling from a certain distribution. The approximating distribution is
based on the observed data. A set of observations is a population of independent
and observed data identically distributed by resampling; the set is random with
replacement equal in size to that of the observed data. The study starts with an
introduction to bootstrap and its procedure and resampling. In this study, we look
at the basic usage of bootstrap in statistics by employing R. The study discusses
the bootstrap mean and median. Then there will follow a discussion of the
comparison between normal and non-normal data in bootstrap. The study ends
with a discussion and presents the advantages and disadvantages of bootstraps.
[1] Robert Tibshirani,et al. An Introduction to the Bootstrap , 1994 .
[2] P. Good. Resampling Methods , 1999, Birkhäuser Boston.
[3] David Grünberg. Bootstrapping and the Problem of Testing Quantitative Theoretical Hypotheses , 2001 .
[4] J. Fox. Bootstrapping Regression Models , 2002 .
[5] D. Freedman. Bootstrapping Regression Models , 1981 .