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The construction of stratified designs in R with the package stratification

机译:带有包装分层的R中分层设计的构造

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This paper introduces a R-package for the stratification of a survey population using a univariate stratification variable A" and for the calculation of stratum sample sizes. Non iterative methods such as the cumulative root frequency method and the geometric stratum boundaries are implemented. Optimal designs, with stratum boundaries that minimize either the CV of the simple expansion estimator for a fixed sample size n or the n value for a fixed CV can be constructed. Two iterative algorithms are available to find the optimal stratum boundaries. The design can feature a user defined certainty stratum where all the units are sampled. Take-all and take-none strata can be included in the stratified design as they might lead to smaller sample sizes. The sample size calculations are based on the anticipated moments of the survey variable Y, given the stratification variable X. The package handles conditional distributions of Y given X that are either a heteroscedastic linear model, or a log-linear model. Stratum specific non-response can be accounted for in the design construction and in the sample size calculations.
机译:本文介绍了一种R-package,用于使用单变量分层变量A“对调查总体进行分层并计算层次样本大小。实现了非迭代方法,例如累积根频方法和几何层次边界。优化设计可以构造具有最小化固定样本大小n的简单展开估计量的CV或固定CV的n值的层边界,可以使用两种迭代算法来找到最佳的层边界。确定了所有单位都进行抽样的确定性分层。分层设计中可以包括通行和不通行分层,因为它们可能会导致较小的样本量。样本量的计算基于调查变量Y的预期矩,给定分层变量X。程序包处理给定X的Y的条件分布,它既可以是异方差线性模型,也可以是og-线性模型。特定于层的无响应可以在设计构造和样本大小计算中考虑。

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