Reliability of Absolute and Relative Predictions of Population Persistence Based on Time Series

Conventional population viability analysis (PVA) is often impractical because data are scarce for many threatened species. For this reason, simple count-based models are being advocated. The simplest of these models requires nothing more than a time series of abundance estimates, from which variance...

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Bibliographic Details
Published inConservation biology Vol. 18; no. 5; pp. 1224 - 1232
Main Authors LOTTS, KELLY C., WAITE, THOMAS A., VUCETICH, JOHN A.
Format Journal Article
LanguageEnglish
Published 350 Main Street , Malden , MA 02148 , USA , and 9600 Garsington Road , Oxford OX4 2DQ , UK Blackwell Publishing Inc 01.10.2004
Blackwell Science
Blackwell
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Summary:Conventional population viability analysis (PVA) is often impractical because data are scarce for many threatened species. For this reason, simple count-based models are being advocated. The simplest of these models requires nothing more than a time series of abundance estimates, from which variance and autocorrelation in growth rate are estimated and predictions of population persistence are generated. What remains unclear, however, is how many years of data are needed to generate reliable estimates of these parameters and hence reliable predictions of persistence. By analyzing published and simulated time series, we show that several decades of data are needed. Predictions based on short time series were very unreliable mainly because limited data yielded biased, unreliable estimates of variance in growth rate, especially when growth rate was strongly autocorrelated. More optimistically, our results suggest that count-based PVA is sometimes useful for relative risk assessment (i.e., for ranking populations by extinction risk), even when time series are only a decade long. However, some conditions consistently lead to backward rankings. We explored the limited conditions under which simple count-based PVA may be useful for relative risk assessment.
Bibliography:istex:AB0567D95B5B7B0069B3F71E012240EC3CFF7BC7
ark:/67375/WNG-TKP2PZJR-3
ArticleID:COBI285
ISSN:0888-8892
1523-1739
DOI:10.1111/j.1523-1739.2004.00285.x