Multilevel Modelling of Complex Survey Data
University of California, Berkeley · Norwegian Institute of Public Health · +1 more institution
Abstract
Summary Multilevel modelling is sometimes used for data from complex surveys involving multistage sampling, unequal sampling probabilities and stratification. We consider generalized linear mixed models and particularly the case of dichotomous responses. A pseudolikelihood approach for accommodating inverse probability weights in multilevel models with an arbitrary number of levels is implemented by using adaptive quadrature. A sandwich estimator is used to obtain standard errors that account for stratification and clustering. When level 1 weights are used that vary between elementary units in clusters, the scaling of the weights becomes important. We point out that not only variance components but also…
Citation impact
- FWCI
- 8.54
- Percentile
- 100%
- References
- 62
Authors
2Topics & keywords
- Estimator
- Statistics
- Mathematics
- Multilevel model
- Sample size determination
- Monte Carlo method
- Contrast (vision)
- Computer science
- Quality Education