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Evaluation of Generalized Linear Mixed Models for Analyzing Disease Incidence Data Obtained in Designed Experiments
L V Madden1, W W Turechek2, M Nita1
1Department of Plant Pathology, Ohio State University, Wooster 44691.
Generalized linear mixed models (GLMMs) effectively analyze clustered disease incidence data. The simplest GLMM, with fixed residual variance, is recommended for ease of use and reliable analysis of plant disease spread.
Area of Science:
- Plant pathology
- Statistical modeling
Background:
- Disease incidence in nature often exhibits clustering, leading to higher variability than random patterns.
- Generalized linear mixed models (GLMMs) are suitable for analyzing binary disease data and accounting for multiple variation sources in experiments.
Purpose of the Study:
- To evaluate different GLMMs for analyzing Phomopsis leaf blight incidence in strawberry plants under fungicide treatments.
- To compare models accounting for heterogeneity via residual variance versus within-plot sampling variance.
Main Methods:
- Five experiments on strawberry Phomopsis leaf blight were analyzed using various GLMMs.
- Models differed in how they handled heterogeneity: residual variance (fixed, treatment-dependent, incidence-dependent) or sampling variance (constant, treatment-dependent).
Main Results:
- All tested GLMMs successfully fitted the experimental data.
- Weak evidence suggested residual-variance models might be slightly more appropriate than sampling-variance models.
- Model selection minimally impacted tests for treatment effects and mean differences.
Conclusions:
- The simplest GLMM, assuming fixed residual variance, is recommended for analyzing disease incidence data due to its ease of use and adequate performance.
- GLMMs offer a robust alternative to traditional methods like ANOVA for non-normally distributed disease data.
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