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1 November 2002 REDUCING ENVIRONMENTAL BIAS WHEN MEASURING NATURAL SELECTION
Samuel M. Scheiner, Kathleen Donohue, Lisa A. Dorn, Susan J. Mazer, Lorne M. Wolfe
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Abstract

Crucial to understanding the process of natural selection is characterizing phenotypic selection. Measures of phenotypic selection can be biased by environmental variation among individuals that causes a spurious correlation between a trait and fitness. One solution is analyzing genotypic data, rather than phenotypic data. Genotypic data, however, are difficult to gather, can be gathered from few species, and typically have low statistical power. Environmental correlations may act through traits other than through fitness itself. A path analytic framework, which includes measures of such traits, may reduce environmental bias in estimates of selection coefficients. We tested the efficacy of path analysis to reduce bias by re-analyzing three experiments where both phenotypic and genotypic data were available. All three consisted of plant species (Impatiens capensis, Arabidopsis thaliana, and Raphanus sativus) grown in experimental plots or the greenhouse. We found that selection coefficients estimated by path analysis using phenotypic data were highly correlated with those based on genotypic data with little systematic bias in estimating the strength of selection. Although not a panacea, using path analysis can substantially reduce environmental biases in estimates of selection coefficients. Such confidence in phenotypic selection estimates is critical for progress in the study of natural selection.

Samuel M. Scheiner, Kathleen Donohue, Lisa A. Dorn, Susan J. Mazer, and Lorne M. Wolfe "REDUCING ENVIRONMENTAL BIAS WHEN MEASURING NATURAL SELECTION," Evolution 56(11), 2156-2167, (1 November 2002). https://doi.org/10.1554/0014-3820(2002)056[2156:REBWMN]2.0.CO;2
Received: 27 March 2002; Accepted: 23 July 2002; Published: 1 November 2002
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KEYWORDS
Arabidopsis thaliana
Impatiens capensis
NATURAL SELECTION
path analysis
Raphanus sativus
regression analysis
selection gradient
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