Spring 2020 Methodology Applications Series:

Pursuing Causal Inferences in the Absence (or Failure) of Random Assignment:
An Introduction to Propensity Score Analysis
Natalie Koziol

Natalie Koziol

The MAP Academy invites you to the first presentation of the Spring 2020 Methodology Applications Series,
featuring Natalie Koziol, CYFS research assistant professor.

Friday, Feb. 7, 2020 12:00-1:30 p.m. Nebraska Union — Platte River Room South

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Abstract

Pursuing Causal Inferences in the Absence (or Failure) of Random Assignment: An Introduction to Propensity Score Analysis

Randomized experiments are the gold standard for making causal inferences — without randomization, post-treatment group differences may be confounded by pre-existing group differences (i.e., selection bias). But randomization is not always possible, practical or ethical in the social, behavioral and education sciences. Alternative, quasi-experimental methods are needed in the absence — or failure — of randomization.

Propensity score analysis (PSA) is a broad collection of methods that aims to statistically equate two or more groups on a set of observed covariates as a means for minimizing selection bias. This presentation will provide an introduction to PSA, with emphasis on propensity score matching, subclassification and weighting. Empirical examples will be provided to demonstrate the methods’ practical application.

Details

Date, Time, & Location
Friday, February 7, 2020
12:00-1:30 PM
Nebraska Union, Platte River Room South

Presentation: “Pursuing Causal Inferences in the Absence (or Failure) of Random Assignment: An Introduction to Propensity Score Analysis”

This presentation is free, open to the public, and requires no registration.

natalie-koziol

Natalie Koziol

Research Assistant Professor, CYFS

Natalie Koziol is a research assistant professor at the Nebraska Center for Research on Children, youth, Families and Schools. Her research focuses on the evaluation, improvement and novel application of quantitative methods in social science research. She is particularly interested in challenges related to measurement of latent constructs, analysis of multistage probability sampling designs, and use of quasi-experimental approaches to control for selection bias in observational designs.

She also has expertise in economic analysis, including cost and cost-effectiveness analysis.

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