A commentary on the mathematical model of the heterogeneous gypsy moth larva population by G. Dwyer and his co-authors
Artem S. Novozhilov

TL;DR
This paper critiques and refines a mathematical model of gypsy moth larvae populations, demonstrating that a deeper understanding of the model can reconcile it with new data without replacing it.
Contribution
It identifies an omission in the original model analysis and shows how adjusting parameters can align the model with observed data.
Findings
The original model's analysis was incomplete.
Parameter tuning can improve model-data fit.
Model refinement avoids replacing the original model.
Abstract
In this commentary I utilize the general methods of the mathematical theory of heterogeneous populations in order to point out an omission in the analysis of the mathematical model in [Dwyer et al (2000), Am Nat, 156(2):105--120], which led to the conclusion in [Elderd et al (2008) Am Nat, 172(6):829--842] that the original model must be replaced with an alternative one because of the new data. I show that more thorough understanding of the underlying model allows twitching the model parameters to account for the observed data.
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Taxonomy
TopicsMathematical and Theoretical Epidemiology and Ecology Models · Evolution and Genetic Dynamics · Animal Ecology and Behavior Studies
