| Literature DB >> 33196561 |
Michele Hilton Boon1, Peter Craig, Hilary Thomson, Mhairi Campbell, Laurence Moore.
Abstract
BACKGROUND: Regression discontinuity designs are non-randomized study designs that permit strong causal inference with relatively weak assumptions. Interest in these designs is growing but there is limited knowledge of the extent of their application in health. We aimed to conduct a comprehensive systematic review of the use of regression discontinuity designs in health research.Entities:
Mesh:
Year: 2021 PMID: 33196561 PMCID: PMC7707156 DOI: 10.1097/EDE.0000000000001274
Source DB: PubMed Journal: Epidemiology ISSN: 1044-3983 Impact factor: 4.860
FIGURE 1.Histogram of regression discontinuity studies of health outcomes published by year between January 1980 and January 2019.
FIGURE 2.Summary of quality assessments of regression discontinuity studies that report health outcomes. The bar chart shows the number of studies (total = 325) judged as yes, no, or unclear as to whether they meet eight criteria derived from the What Works Clearinghouse Standards for RD Version 1.0 (Schochet et al., 2010). FV, forcing variable.
Thematic Analysis of Forcing Variables and Threshold Rules Used in Regression Discontinuity Studies of Health Outcomes
| Type of Forcing Variable | Number of Studies | Measurement Used | Threshold Rule |
|---|---|---|---|
| Age | 110 | Age in days, months, weeks, or years | Age threshold for: |
| Date/time | 107 | Calendar date, month, or year | Date or time of: |
| Socioeconomic measure | 57 | Company payroll total | Benefit or program eligibility |
| Clinical measure | 31 | Addiction severity measure | Risk threshold for intervention |
| Environmental measure | 6 | Ozone forecasts | Policy threshold for action |
| Geographical location | 9 | Political boundary | Program eligibility |
| Other | 6 | Class size | Policy threshold for intervention/exposure |
Although 325 studies are included in the review, the total number of analyses is 326 because one study conducted two RD analyses using two different forcing variables (age and date).