A Super-Population Approach to Multi-Stage Sampling.
Abstract
This report develops a new technique for the estimation of finite population parameters in a multi-stage sample survey. Specifically, estimators and confidence intervals for parameters of the finite population are developed for two-stage sampling when primaries are of either equal or unequal size, two-stage sampling when the variable of interest, y, is related to another variable, x, and p-stage sampling with an example of three-stage sampling when units are of equal size. The stochastic procedure generating the sample is assumed to be a two step procedure where the first step is selection of a 'large sample' from an infinite superpopulation and the second step is the actual implementation of the sample survey. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Aug 01, 1976
- Accession Number
- ADA031072
Entities
People
- Herman Otto Hartley
- L. J. Ringer
- R. K. Burdick
- R. L. Sielken Jr.
Organizations
- Texas A&M University