Kelley at al. argue that group-mean-centering covariates in multilevel models is dangerous, since— they claim—it generates results that are biased and misleading. We argue instead that what is dangerous is Kelley et al.'s unjustified assault on a simple statistical procedure that is enormously helpful, if not vital, in analyses of multilevel data. Kelley et al.'s arguments appear to be based on a faulty algebraic operation, and on a simplistic argument that parameter estimates from models with mean-centered covariates must be wrong merely because they are different than those from models with uncentered covariates. They also fail to explain why researchers should dispense with mean-centering when it is central to the estimation of fixed eff...
Hierarchical data are becoming increasingly complex, often involving more than two levels. This stud...
Random effects models (that is, regressions with varying intercepts that are modeled with error) are...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...
Kelley et al. argue that group-mean-centering covariates in multilevel models is dangerous, since—th...
The cross-product term in moderated regression may be collinear with its constituent parts, making i...
Entities such as individuals, teams, or organizations can vary systematically from one another. Rese...
Entities such as individuals, teams, or organizations can vary systematically from one another. Rese...
Whether level 1 predictors should be centered per cluster has received considerable attention in the...
Entities such as individuals, teams, or organizations can vary systematically from one another. Res...
Mean centering is an additive transformation of a continuous variable. It is often used in moderated...
When analyzing data from a randomized experiment that is replicated across multiple sites and includ...
In multilevel modeling (MLM), group-level (L2) characteristics are often measured by aggregating ind...
Background: clustering of observations is a common phenomenon in epidemiological and clinical resear...
In multilevel modeling (MLM), group-level (L2) characteristics are often measured by aggregating ind...
In hierarchical designs, the effect of a lower level predictor on an outcome may oftentimes be confo...
Hierarchical data are becoming increasingly complex, often involving more than two levels. This stud...
Random effects models (that is, regressions with varying intercepts that are modeled with error) are...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...
Kelley et al. argue that group-mean-centering covariates in multilevel models is dangerous, since—th...
The cross-product term in moderated regression may be collinear with its constituent parts, making i...
Entities such as individuals, teams, or organizations can vary systematically from one another. Rese...
Entities such as individuals, teams, or organizations can vary systematically from one another. Rese...
Whether level 1 predictors should be centered per cluster has received considerable attention in the...
Entities such as individuals, teams, or organizations can vary systematically from one another. Res...
Mean centering is an additive transformation of a continuous variable. It is often used in moderated...
When analyzing data from a randomized experiment that is replicated across multiple sites and includ...
In multilevel modeling (MLM), group-level (L2) characteristics are often measured by aggregating ind...
Background: clustering of observations is a common phenomenon in epidemiological and clinical resear...
In multilevel modeling (MLM), group-level (L2) characteristics are often measured by aggregating ind...
In hierarchical designs, the effect of a lower level predictor on an outcome may oftentimes be confo...
Hierarchical data are becoming increasingly complex, often involving more than two levels. This stud...
Random effects models (that is, regressions with varying intercepts that are modeled with error) are...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...