2021
DOI: 10.1002/ecy.3588
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Non‐additive biotic interactions improve predictions of tropical tree growth and impact community size structure

Abstract: Growth in individual size or biomass is a key demographic component in population models, with wide-ranging applications from quantifying species performance across abiotic or biotic conditions to assessing landscape-level dynamics under global change. In forest ecology, the responses of tree growth to biotic interactions are widely held to be crucial for understanding forest diversity, function, and structure. To date, most studies on plant-plant interactions only examine the additive competitive or facilitat… Show more

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Cited by 10 publications
(15 citation statements)
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“…Second, compared to the Gaussian distribution, the Student-t is a thick-tailed distribution that can accommodate more extreme-valued observations and reduce their influence on parameter estimation (hence a form of "robust regression," McElreath, 2020). Previous studies that fitted a Gaussian distribution on diameter growth (e.g., Lai et al, 2022) had to perform variable transformation, whereas the Student-t distribution allows us to analyse the response in its original scale. We also explored the Gaussian regression on transformed growth here, but the residual diagnostics were much more problematic than the present Student-t regression (Appendix S3).…”
Section: Statistical Modelmentioning
confidence: 99%
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“…Second, compared to the Gaussian distribution, the Student-t is a thick-tailed distribution that can accommodate more extreme-valued observations and reduce their influence on parameter estimation (hence a form of "robust regression," McElreath, 2020). Previous studies that fitted a Gaussian distribution on diameter growth (e.g., Lai et al, 2022) had to perform variable transformation, whereas the Student-t distribution allows us to analyse the response in its original scale. We also explored the Gaussian regression on transformed growth here, but the residual diagnostics were much more problematic than the present Student-t regression (Appendix S3).…”
Section: Statistical Modelmentioning
confidence: 99%
“…In this model, the pairwise interaction coefficients, α i j , quantify the per-SD-basal-area main effects of species j on the growth of focal individual m (of species i). To accommodate non-additive density dependence among tree species (Lai et al, 2022;Li et al, 2021), we also included non-additive biotic interaction terms, ∑ j, k≥ j β i jk N jpq N kpq , where each parameter β i jk quantifies the moderating effect of the density of the kth intermediary neighbour species, N kpq , on the main effect of direct neighbour species j in the same subplot. By modifying the pairwise interaction α i j between focal species i and direct neighbour j, the parameters β i jk are referred to as the higher-order interaction effects of neighbour species k on focal species i .…”
Section: Statistical Modelmentioning
confidence: 99%
See 2 more Smart Citations
“…Such predictions are possible because of the implicit assumption that models that reproduce the observed data faithfully also capture how the studied system operates (Marquet et al, 2015;Klir, 1985;Zeigler et al, 2000;Stouffer, 2022). For example, models that describe the effects neighboring plants have on each other can be used to make quantitative predictions about changes of biomass in the system (Godoy et al, 2020;Lai et al, 2022) or qualitative predictions such as whether or not co-occurring plant species can coexist (Levine & HilleRisLambers, 2009;Zepeda & Martorell, 2019).…”
Section: Introductionmentioning
confidence: 99%