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Implementation and applications of bootstrap methods for the National Immunization Survey
Philip J Smith1, David C Hoaglin, Michael P Battaglia
1Centers for Disease Control and Prevention, National Immunization Program, 1600 Clifton Road, NE, Atlanta, GA 30333, USA. psmith3@cdc.gov
Statistics in Medicine
|July 23, 2003
Summary
Complex survey data analysis requires accounting for sampling design (SD) and non-sampling design (NSD) weight adjustments. The bootstrap method improves variance estimates and confidence intervals for more accurate survey results.
Area of Science:
- Statistics
- Survey Methodology
- Biostatistics
Background:
- Complex probability sample surveys involve numerous weight adjustments to minimize potential bias in estimates.
- Adjustments include sampling design (SD) and non-sampling design (NSD) weight adjustments, addressing sampling plans and non-sampling errors, respectively.
- Existing variance estimates often incorporate SD adjustments but rarely all NSD adjustments, potentially biasing estimates and affecting confidence interval coverage.
Purpose of the Study:
- To implement and illustrate the bootstrap method for accounting for both SD and NSD weight adjustments in complex survey data.
- To evaluate standard confidence intervals that do not fully account for NSD adjustments.
- To obtain confidence intervals for ranks and assess logistic regression predictive power using receiver operating characteristic (ROC) curve analyses.
Main Methods:
- The study implements the bootstrap method to address weight adjustments in complex survey data.
- Utilizes data from the National Immunization Survey (NIS) for practical illustration.
- Applies bootstrap for evaluating confidence intervals, rank estimation, and logistic regression predictive power via ROC analysis.
Main Results:
- The bootstrap method provides a means to account for both SD and NSD weight adjustments in complex survey data.
- Demonstrates the potential bias in variance estimates and confidence intervals when NSD adjustments are omitted.
- Illustrates the application of bootstrap for enhanced analysis of survey data, including rank estimation and predictive modeling.
Conclusions:
- The bootstrap method is a valuable tool for improving the accuracy of variance estimates and confidence intervals in complex survey data.
- Properly accounting for all weight adjustments (SD and NSD) is crucial for reliable survey estimates.
- The bootstrap facilitates robust statistical inference and model evaluation in the context of complex survey designs.