Survey Methodology
Multiple-frame surveys for a multiple-data-source world
- Release date: January 6, 2022
Abstract
Multiple-frame surveys, in which independent probability samples are selected from each of sampling frames, have long been used to improve coverage, to reduce costs, or to increase sample sizes for subpopulations of interest. Much of the theory has been developed assuming that (1) the union of the frames covers the population of interest, (2) a full-response probability sample is selected from each frame, (3) the variables of interest are measured in each sample with no measurement error, and (4) sufficient information exists to account for frame overlap when computing estimates. After reviewing design, estimation, and calibration for traditional multiple-frame surveys, I consider modifications of the assumptions that allow a multiple-frame structure to serve as an organizing principle for other data combination methods such as mass imputation, sample matching, small area estimation, and capture-recapture estimation. Finally, I discuss how results from multiple-frame survey research can be used when designing and evaluating data collection systems that integrate multiple sources of data.
Key Words: Combining data; Data integration; Dual-frame survey; Indirect sampling; Mass imputation; Misclassification; Survey design; Undercoverage.
Table of contents
- Section 1. Introduction
- Section 2. Classical multiple-frame survey structure and assumptions
- Section 3. Estimation in classical multiple-frame surveys
- Section 4. Multiple-frame surveys and data integration
- Section 5. Design of data collection systems
- Acknowledgements
- References
How to cite
Lohr, S.L. (2021). Multiple-frame surveys for a multiple-data-source world. Survey Methodology, Statistics Canada, Catalogue No. 12-001-X, Vol. 47, No. 2. Paper available at http://www.statcan.gc.ca/pub/12-001-x/2021002/article/00008-eng.htm.
Note
- Date modified: