Kyle Butts
Affiliation confirmed via AI analysis of OpenAlex, ORCID, and web sources.
Assistant Professor of Economics
Also affiliated: National Bureau of Economic Research (2023); University of Oregon (2026); Lund University (2023); University of Colorado Boulder (2021–2023); University of Colorado System (2021–2023)
Research Areas
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Biography and Research Information
OverviewAI-generated summary
Kyle Butts' research focuses on econometric methods for causal inference, particularly in the context of difference-in-differences estimation. His work has led to the development and publication of several software packages and methodological papers designed to improve the application and understanding of these techniques. These include contributions to difference-in-differences with geocoded microdata, spatial spillovers, and geographic difference-in-discontinuities. He has also published on dynamic treatment effect estimation and difference-in-differences in fixed-T panels. His research interests extend to historical urban economics, as evidenced by his publication on the urban wage premium. Butts' scholarship has garnered 201 citations across 25 publications, with an h-index of 6.
Metrics
- h-index: 6
- Publications: 24
- Citations: 288
Positions
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Assistant Professor of Economics 2024–presentUniversity of Arkansas Department of Economics ORCID
Selected Publications
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Direct and Indirect Treatment Effects With Time‐Varying Covariates (2026)
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Direct and Indirect Treatment Effects with Time-Varying Covariates (replication data) (2026)
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Dynamic treatment effect estimation with interactive fixed effects and short panels (2025)
Collaboration Network
Top Collaborators
- Direct and Indirect Treatment Effects with Time-Varying Covariates (replication data)
- Direct and Indirect Treatment Effects With Time‐Varying Covariates
- Dynamic treatment effect estimation with interactive fixed effects and short panels
- Direct and Indirect Treatment Effects with Time-Varying Covariates (replication data)
- Direct and Indirect Treatment Effects With Time‐Varying Covariates
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