Bootstrapping outperforms community‐weighted approaches for estimating the shapes of phenotypic distributions

Author:

Maitner Brian S.1ORCID,Halbritter Aud H.2ORCID,Telford Richard J.2ORCID,Strydom Tanya34ORCID,Chacon Julia5ORCID,Lamanna Christine6ORCID,Sloat Lindsey L.7ORCID,Kerkhoff Andrew J.8ORCID,Messier Julie9ORCID,Rasmussen Nick10ORCID,Pomati Francesco11ORCID,Merz Ewa11ORCID,Vandvik Vigdis2ORCID,Enquist Brian J.5ORCID

Affiliation:

1. Department of Geography University at Buffalo Buffalo New York USA

2. Department of Biological Sciences and Bjerknes Centre for Climate Research University of Bergen Bergen Norway

3. Département de Sciences Biologiques Université de Montréal Montréal Quebec Canada

4. Québec Centre for Biodiversity Sciences Montréal Quebec Canada

5. Department of Ecology and Evolutionary Biology University of Arizona Tucson Arizona USA

6. World Agroforestry Centre (ICRAF) Nairobi Kenya

7. World Resources Institute Washington District of Columbia USA

8. Department of Biology Kenyon College Gambier Ohio USA

9. Department of Biology University of Waterloo Waterloo Ontario Canada

10. California Department of Water Resources West Sacramento California USA

11. Swiss Federal Institute of Aquatic Science and Technology (Eawag) Dübendorf Switzerland

Abstract

Abstract Estimating phenotypic distributions of populations and communities is central to many questions in ecology and evolution. These distributions can be characterized by their moments (mean, variance, skewness and kurtosis) or diversity metrics (e.g. functional richness). Typically, such moments and metrics are calculated using community‐weighted approaches (e.g. abundance‐weighted mean). We propose an alternative bootstrapping approach that allows flexibility in trait sampling and explicit incorporation of intraspecific variation, and show that this approach significantly improves estimation while allowing us to quantify uncertainty. We assess the performance of different approaches for estimating the moments of trait distributions across various sampling scenarios, taxa and datasets by comparing estimates derived from simulated samples with the true values calculated from full datasets. Simulations differ in sampling intensity (individuals per species), sampling biases (abundance, size), trait data source (local vs. global) and estimation method (two types of community‐weighting, two types of bootstrapping). We introduce the traitstrap R package, which contains a modular and extensible set of bootstrapping and weighted‐averaging functions that use community composition and trait data to estimate the moments of community trait distributions with their uncertainty. Importantly, the first function in the workflow, trait_fill, allows the user to specify hierarchical structures (e.g. plot within site, experiment vs. control, species within genus) to assign trait values to each taxon in each community sample. Across all taxa, simulations and metrics, bootstrapping approaches were more accurate and less biased than community‐weighted approaches. With bootstrapping, a sample size of 9 or more measurements per species per trait generally included the true mean within the 95% CI. It reduced average percent errors by 26%–74% relative to community‐weighting. Random sampling across all species outperformed both size‐ and abundance‐biased sampling. Our results suggest randomly sampling ~9 individuals per sampling unit and species, covering all species in the community and analysing the data using nonparametric bootstrapping generally enable reliable inference on trait distributions, including the central moments, of communities. By providing better estimates of community trait distributions, bootstrapping approaches can improve our ability to link traits to both the processes that generate them and their effects on ecosystems.

Funder

Biological and Environmental Research

National Science Foundation

Norges Forskningsråd

Schweizerischer Nationalfonds zur Förderung der Wissenschaftlichen Forschung

Publisher

Wiley

Subject

Ecological Modeling,Ecology, Evolution, Behavior and Systematics

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