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Brian J. Enquist

Researcher at University of Arizona

Publications -  316
Citations -  44459

Brian J. Enquist is an academic researcher from University of Arizona. The author has contributed to research in topics: Biodiversity & Species richness. The author has an hindex of 84, co-authored 295 publications receiving 37843 citations. Previous affiliations of Brian J. Enquist include Chinese Academy of Sciences & Rocky Mountain Biological Laboratory.

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Above-ground forest biomass is not consistently related to wood density in tropical forests

TL;DR: In this article, the authors evaluated the generality of a positive biomass-wood density relationship within and among six tropical forests, including Costa Rica, Panama, Puerto Rico and Ecuador.
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Big data of tree species distributions: how big and how good?

TL;DR: In this article, the authors combined data from five major aggregators of occurrence data (e.g., Global Biodiversity Information Facility, Botanical Information and Ecological Network v.3, DRYFLOR, RAINBIO and Atlas of Living Australia) by creating a workflow to integrate, assess and control data quality of tree species occurrences for species distribution modeling.
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Growth models based on first principles or phenomenology

TL;DR: The model provides a basis for understanding the general and fundamental features governing ontogenetic growth and shows that it is the only model discussed by Ricklefs that correctly predicts the absolute value and scaling characteristics of the total energy metabolized by altricial birds from hatching to fledging.
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Correction: Allometric scaling of production and life-history variation in vascular plants

TL;DR: In this paper, the relative growth rate equation, presented as (1/M) (dM/df), should read ( 1/ M) (DM/dt), and the sentence following that containing equation (5) should read “Thus, regardless of any possible time dependence of either the proportionality constants or the density, a plot of M 1/4 versus M1/40 for fixed times t and t0 for any species should yield a straight line with a universal slope of unity but with an intercept that depends on the time interval and the species.