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Niche versus Neutrality: A Dynamical Analysis

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TLDR
The results highlight the need for a new theory of community dynamics integrating environmental stochasticity with weak stabilizing forces and suggest that such theory may better describe the dynamics of ecological communities than current neutral theories, deterministic niche-based theories, or recent hybrids.
Abstract
Understanding the forces shaping ecological communities is of crucial importance for basic science and conservation. After 50 years in which ecological theory has focused on either stable communities driven by niche-based forces or nonstable “neutral” communities driven by demographic stochasticity, contemporary theories suggest that ecological communities are driven by the simultaneous effects of both types of mechanisms. Here we examine this paradigm using the longest available records for the dynamics of tropical trees and breeding birds. Applying a macroecological approach and fluctuation analysis techniques borrowed from statistical physics, we show that both stabilizing mechanisms and demographic stochasticity fail to play a dominant role in shaping assemblages over time. Rather, community dynamics in these two very different systems is predominantly driven by environmental stochasticity. Clearly, the current melding of niche and neutral theories cannot account for such dynamics. Our results...

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Citations
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Statistical mechanics of ecological systems: Neutral theory and beyond

TL;DR: The quantitative aspects of neutral theory and its extensions for physicists who are interested in what important problems remain unresolved for studying ecological systems are surveyed.
Journal ArticleDOI

Extinction risk of soil biota

TL;DR: Belowground soil biota play key roles in maintaining proper ecosystem functioning, but studies on their extinction ecology are sparse, and the technical challenges involved in identifying extinction events are highlighted.
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A neutral theory with environmental stochasticity explains static and dynamic properties of ecological communities.

TL;DR: It is demonstrated that a generalised neutral theory incorporating environmental stochasticity much better explains the properties of short-term population fluctuations and the decay of compositional similarity with time, while retaining the ability to explain SADs.
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Generalized model of island biodiversity.

TL;DR: The dynamics of a local community of competing species with weak immigration from a static regional pool is studied using the generalized competitive Lotka-Volterra model with demographic noise, which contains the celebrated neutral island theories of Wilson-MacArthur and Hubbell.
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Quantitative criteria for choosing targets and indicators for sustainable use of ecosystems.

TL;DR: In this paper, the authors develop a specific, quantitative interpretation of the concepts of GES and sustainable use in terms of indicators and associated targets, by sharply distinguishing between current uses to satisfy current societal needs and preferences, and unknown future uses.
References
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Journal ArticleDOI

Mechanisms of Maintenance of Species Diversity

TL;DR: Stabilizing mechanisms are essential for species coexistence and include traditional mechanisms such as resource partitioning and frequency-dependent predation, as well as mechanisms that depend on fluctuations in population densities and environmental factors in space and time.
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Risks of Population Extinction from Demographic and Environmental Stochasticity and Random Catastrophes.

TL;DR: The relative risks of extinction from environmental stochasticity and random catastrophes depend on the mean and environmental variance of population growth rate, and the magnitude and frequency of catastropheses.
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Niche tradeoffs, neutrality, and community structure: A stochastic theory of resource competition, invasion, and community assembly

TL;DR: Stochastic niche theory resolves many of the differences between neutral theory and classical tradeoff-based niche theories of resource competition and community structure and provides a potential solution to the invasion paradox.
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