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Environmental predictors of livestock predation: a lion's tale

Published online by Cambridge University Press:  07 June 2019

J. A. D. Robertson*
Affiliation:
Silwood Park Campus, Imperial College London, London, UK
M. Roodbol
Affiliation:
Walking for Lions, Pandamatenga, Botswana
M. D. Bowles
Affiliation:
Walking for Lions, Pandamatenga, Botswana
S. G. Dures
Affiliation:
Institute of Zoology, Zoological Society of London, London, UK
J. M. Rowcliffe
Affiliation:
Institute of Zoology, Zoological Society of London, London, UK
*
(Corresponding author) E-mail joshrobertsoniwb@gmail.com

Abstract

Negative interactions between people and large carnivores are common and will probably increase as the human population and livestock production continue to expand. Livestock predation by wild carnivores can significantly affect the livelihoods of farmers, resulting in retaliatory killings and subsequent conflicts between local communities and conservationists. A better understanding of livestock predation patterns could help guide measures to improve both human relationships and coexistence with carnivores. Environmental variables can influence the intensity of livestock predation, are relatively easy to monitor, and could potentially provide a useful predictive framework for targeting mitigation. We chose lion predation of livestock as a model to test whether variations in environmental conditions trigger changes in predation. Analysing 6 years of incident reports for Pandamatenga village in Botswana, an area of high human–lion conflict, we used generalized linear models to show that significantly more attacks coincided with lower moonlight levels and temperatures, and attack severity increased significantly with extreme minimum temperatures. Furthermore, we found a delayed effect of rainfall: lower rainfall was followed by a significantly increased severity of attacks in the following month. Our results suggest that preventative measures, such as introducing deterrents or changing livestock management, could be implemented adaptively based on environmental conditions. This could be a starting point for investigating similar effects in other large carnivores, to reduce livestock attacks and work towards wider human–wildlife coexistence.

Information

Type
Article
Copyright
Copyright © Fauna & Flora International 2019
Figure 0

Fig. 1 The study site around Pandamatenga village in northeast Botswana, showing the area from which the analysed incident reports on livestock predation by lions Panthera leo originated.

Figure 1

Table 1 Summary of the best fit generalized linear models examining the effect of moon phase and temperature on incidents of lion Panthera leo predation on livestock and their severity in Pandamatenga. Significant effects are indicated with *.

Figure 2

Fig. 2 The predicted probability of a lion attack on livestock in Pandamatenga based on the minimum temperature (°C) of a given day under different moon phases: phase 1 is the full moon and subsequent 9 days, phase 2 is the 10 days prior to the full moon, and phase 3 includes the remaining days around the new moon.

Figure 3

Table 2 Summary of the best-fit generalized linear models examining the effect of monthly rainfall and temperature on lion–livestock incidents and their severity in Pandamatenga. Significant effects are indicated with *.

Figure 4

Fig. 3 The effect of extreme minimum daily temperature (°C) on the number of livestock attacked by lions in Pandamatenga per month, showing the fitted generalized linear model and Wald 95% confidence intervals based on standard errors.

Figure 5

Table 3 Summary of the best-fit generalized linear models examining the delayed effect of temperature and rainfall on lion–livestock incidents and their severity in Pandamatenga. Significant effects are indicated with *.

Figure 6

Fig. 4 The effect of the sum of monthly rainfall on (a) the number of predation incidents, (b) the number of livestock attacked, and (c) the log associated cost of attacks in Pandamatenga in the following month, showing the fitted generalized linear model lines and Wald 95% confidence intervals based on standard errors.

Supplementary material: PDF

Robertson et al. supplementary material

Tables S1-S2 and Figures S1-S5

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