Causal Inference, Surveys and Missing Data for Population Health

Modern statistical methods for incomplete data: complex survey design and analysis, missing data techniques, and causal inference for population health.

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Recorded instructors · Spring 2027 No instructors listed

Summary

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Lectures are small, with a median of 11 enrolled students in the recorded sections.

Section enrollment · Fall 2026 snapshot ↗

What you’ll be able to do

  • Identify the design elements (stratification, clustering) and sampling weights (unequal probability sampling, non-response adjustments) of a complex survey design and perform regression analyses of complex survey data to answer epidemiologic and public health research questions using standard statistical software (SAS and R)

  • Identify missing data mechanisms and their potential impacts on naive statistical analyses

  • Explain the strengths and weaknesses of various strategies for dealing with missing data (weighting, maximum likelihood, Bayesian, multiple imputation) and implement them using standard statistical software (SAS and R)

  • Define individual and average causal effects and identify challenges (confounding, selection bias) to their estimation in observational studies

  • Identify and implement statistical methods for estimating causal effects (IP weighting, g-formulas, propensity scores, instrumental variables) in settings where their use is appropriate

Source: UW Guide 1 UW Guide 2

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Prerequisites

Course map

B M I/​POP HLTH 552,STAT/​F&W ECOL 572(or HORT 572 prior to Spring 2025),C&E SOC/​SOC 361, or ED PSYCH 761

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Professors

Spring 2027

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Spring 2027

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Student experience

the class

Overview of modern statistical methods for dealing with "incomplete" data, including the design and analysis of complex surveys, the analysis of missing data, and causal inference.

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Topics

  • Complex survey design and analysis
  • Missing data analysis
  • Causal inference

Skills

  • Complex survey design analysis and regression in SAS and R
  • Missing data strategy implementation including weighting, ML, Bayesian, and multiple imputation
  • Causal effect estimation using IP weighting, g-formulas, propensity scores, and instrumental variables

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UW–Madison

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Model outputs & technical records
Qwen/Qwen3.8-27B
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Model & dataset provenance
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  "observed_at": "2026-10-14 17:50:09.728220+00:00"
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