Conditional heteroscedasticity as a leading indicator of ecological regime shifts.

Am Nat

Department of Environmental Sciences, University of Virginia, Charlottesville, Virginia 22904, USA.

Published: October 2011

AI Article Synopsis

  • Regime shifts are significant changes in ecological processes that can have lasting impacts on human welfare, leading to issues like lake eutrophication and species extinction.* -
  • The study investigates conditional heteroscedasticity, a statistical phenomenon in time series data, as a tool to predict these regime shifts before they occur.* -
  • Findings show that significant conditional heteroscedasticity signals appear many time steps in advance of a regime shift, helping to differentiate between time series that will and won’t experience shifts.*

Article Abstract

Regime shifts are massive, often irreversible, rearrangements of nonlinear ecological processes that occur when systems pass critical transition points. Ecological regime shifts sometimes have severe consequences for human well-being, including eutrophication in lakes, desertification, and species extinctions. Theoretical and laboratory evidence suggests that statistical anomalies may be detectable leading indicators of regime shifts in ecological time series, making it possible to foresee and potentially avert incipient regime shifts. Conditional heteroscedasticity is persistent variance characteristic of time series with clustered volatility. Here, we analyze conditional heteroscedasticity as a potential leading indicator of regime shifts in ecological time series. We evaluate conditional heteroscedasticity by using ecological models with and without four types of critical transition. On approaching transition points, all time series contain significant conditional heteroscedasticity. This signal is detected hundreds of time steps in advance of the regime shift. Time series without regime shifts do not have significant conditional heteroscedasticity. Because probability values are easily associated with tests for conditional heteroscedasticity, detection of false positives in time series without regime shifts is minimized. This property reduces the need for a reference system to compare with the perturbed system.

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Source
http://dx.doi.org/10.1086/661898DOI Listing

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