Present address: Richard Harris, Department of Environmental Biology, Curtin University of Technology, Perth, Australia
LETTER
Quantifying uncertainty in the potential distribution of an invasive species: climate and the Argentine ant
Article first published online: 16 AUG 2006
DOI: 10.1111/j.1461-0248.2006.00954.x
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How to Cite
Hartley, S., Harris, R. and Lester, P. J. (2006), Quantifying uncertainty in the potential distribution of an invasive species: climate and the Argentine ant. Ecology Letters, 9: 1068–1079. doi: 10.1111/j.1461-0248.2006.00954.x
Publication History
- Issue published online: 16 AUG 2006
- Article first published online: 16 AUG 2006
- Editor, Nicholas Gotelli Manuscript received 21 December 2005 First decision made 19 January 2006 Second decision made 9 June 2006 Manuscript accepted 3 July 2006
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Keywords:
- Bioclimatic model;
- concordance probability;
- confidence intervals;
- cross-validation;
- Linepithema humile;
- logistic regression;
- misclassification errors;
- multimodel inference;
- risk analysis;
- receiver operator's characteristic statistics
Abstract
Maps of a species’ potential range make an important contribution to conservation and invasive species risk analysis. Spatial predictions, however, should be accompanied by an assessment of their uncertainty. Here, we use multimodel inference to generate confidence intervals that incorporate both the uncertainty involved in model selection as well as the error associated with model fitting. In the case of the invasive Argentine ant, we found that it was most likely to occur where the mean daily temperature in mid-winter was 7–14 °C and maximum daily temperatures during the hottest month averaged 19–30 °C. Uninvaded regions vulnerable to future establishment include: southern China, Taiwan, Zimbabwe, central Madagascar, Morocco, high-elevation Ethiopia, Yemen and a number of oceanic islands. Greatest uncertainty exists over predictions for China, north-east India, Angola, Bolivia, Lord Howe Island and New Caledonia. Quantifying the costs of different errors (false negatives vs. false positives) was considered central for connecting modelling to decision-making and management processes.

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