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Estimating (Non)Linear Selection on Reaction Norms: A General Framework for Labile Traits.

Jordan S Martin1,2, Yimen G Araya-Ajoy3, Niels J Dingemanse4

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This study introduces new statistical models to accurately measure how natural selection shapes the reaction norms of traits. These models improve our understanding of phenotypic evolution in changing environments.

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Area of Science:

  • Evolutionary biology
  • Quantitative genetics
  • Ecology

Background:

  • Reaction norms describe how phenotypes change with environment and individual differences.
  • Estimating nonlinear selection on reaction norms is crucial for evolutionary theory but empirically challenging.
  • Existing methods struggle to account for uncertainty in reaction norm parameters and their fitness consequences.

Purpose of the Study:

  • To develop and validate generalized multilevel models for estimating nonlinear selection on reaction norms.
  • To provide a flexible Bayesian framework for analyzing labile traits and their evolutionary dynamics.
  • To enable robust tests of adaptive theory in heterogeneous and dynamic environments.

Main Methods:

  • Proposed generalized multilevel models incorporating stabilizing, disruptive, and correlational selection.
  • Utilized a flexible Bayesian framework to simultaneously model reaction norm parameters and fitness effects.
  • Validated the models using simulations to assess inference bias and statistical power.

Main Results:

  • The proposed models facilitate unbiased Bayesian inference for reaction norm selection.
  • Demonstrated desirable statistical power for hypothesis testing with large sample sizes.
  • The framework effectively accounts for uncertainty in reaction norm parameters and nonlinear fitness effects.

Conclusions:

  • The generalized multilevel models offer a robust approach to empirically estimate nonlinear selection on reaction norms.
  • This framework enhances the ability to test adaptive theory for labile traits in natural populations.
  • Provided coding tutorials in R using the Stan probabilistic programming language to aid empiricists.