Skip to main content
Numerical Methods for PDEs
NumPDE
Numerical Methods for PDEs
Main navigation
Home
People
All Profiles
Principal Investigators
Postdoctoral Fellows
Students
Former Members
Events
All Events
Events Calendar
News
About
Activities
Slides
NumPDE Workshop 2025
CAMWA 50
POEMS 2026
Spatial regression
Spatial Self-Confounding: Smoothness-related estimation bias in spatial regression models
1 min read ·
Thu, Oct 30 2025
News
Spatial regression
Maximum Likelihood
Estimation
Gaussian random fields
spatial statistics
Spatial regression models are widely used to capture the relationship between observations and covariates, employing Gaussian random fields to account for spatial variability not explained by the covariates. A new study by researchers David Bolin and Jonas Wallin addresses a critical yet often overlooked problem in these models: smoothness-related spatial self-confounding. The work examines how misspecified covariates, particularly when there are differences in smoothness between variables, can lead to severe and counter-intuitive biases in the estimation of regression parameters. These