Abstract Number:
2745
Submission Type:
Contributed Abstract
Contributed Abstract Type:
Paper
Participants:
Dongjae Son (1), Brian Reich (1), Erin Schliep (1)
Institutions:
(1) North Carolina State University, Raleigh, NC
Co-Author(s):
First Author:
Presenting Author:
Abstract Text:
Environmental data are often observational and exhibit spatial dependence, making causal effects of treatments or policies difficult to estimate. Unmeasured spatial confounders, i.e., spatial processes correlated with both the treatment assignment mechanism and the outcome, can introduce bias when estimating causal effects of interest since important assumptions in causal inference are violated. Spatial data can also be subject to preferential sampling, where sampling of locations are related to unmeasured confounders or the response variable, which introduces additional bias to the estimation of model parameters. We propose a spatial causal inference method that simultaneously accounts for unmeasured spatial confounders in both sampling locations and treatment allocation. We prove the identifiability of key parameters in the model and the consistency of the posterior distributions of those parameters. We also show via simulation studies that the causal effect of interest can be reliably estimated under the proposed model. The proposed method is applied to assess the effect of policies that govern marine protected areas on fish biodiversity.
Keywords:
Poisson process|Preferential sampling|Spatial confounding|Potential outcomes| |
Sponsors:
Section on Statistics and the Environment
Tracks:
Spatio-temporal statistics
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