Evaluating Ecological Niche Models: A Comparison Between Maxent and GARP for Predicting Distribution of Hevea brasiliensis in India
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Selection of appropriate ecological niche model for predicting species niche distribution has been a challenge considering the type of species and input variables. Therefore, two ecological niche modelling approaches (Maxent and GARP) are employed to predict the present distribution of a planted species (Hevea brasiliensis Muell. Arg.) in two bio-geographical regions of India: Western Ghats (WG) and North east (NE) regions. The difference between two approaches is in the algorithm and kinds of species data (presence-only or presence and absence) used for model training. GARP over-estimates were observed more in NE as compared to that of WG. Maxent predicts Hevea distribution more accurately in both regions as it considers presence-only data, which appears to be more accurate for this species. The over-prediction of Hevea niche distribution by GARP especially in NE may be attributed to inaccurate and insufficient ‘absence data’ as compared to ‘presence data’. The model accuracy estimator, AUC failed to attribute the difference in model predictability between Maxent and GARP, whereas partial-AUC is found to be better estimator of model spatial accuracy. Therefore, Maxent is found to be more appropriate model for predicting the niche distribution of a plantation species like Hevea.
KeywordsRubber tree Western Ghats Northeast India Regional suitability Species distribution model
The authors are thankful to the Rubber Board and Indian Institute of Technology Kharagpur for permitting to conduct this research work. One of the author would like to thank the Rubber Board, Government of India, for sanctioning his study leave for conducting his PhD research at Indian Institute of Technology, Kharagpur. They appreciate the supports rendered by the officers of extension department of the Rubber Board during the field visits. They also declare that there is no conflict of interest among the authors in publishing this research work.
- 5.McCullagh P, Nelder JA (1989) Generalized linear models. In: Smith (ed) Monographs on statistics and applied probability, 2nd edn. Chapman & Hall/CRCGoogle Scholar
- 18.Barve N (2008) Tool for Partial-ROC. Version 1. Lawrence, KS: Biodiversity Institute. http://kuscholarworks.ku.edu/dspace/handle/1808/10059
- 19.Indian Rubber Statistic (2014) Statistics and Planning Department. The Rubber Board, Kerela, Ministry of Commerce and Industry. Government of India, vol 36, pp 8–9Google Scholar
- 20.Ray D, Behera MD, Jacob J (2014) Indian Brahmaputra valley offers significant potential for cultivation of rubber trees under changed climate. Curr Sci 107(3):461–469Google Scholar
- 21.Nair NU, Nair KM, Meti SM, Rao DVKN, Chandy B, Naidu LGK (2010) Land and soil controls over the spatial distribution and productivity of rubber (Hevea brasiliensis) in Southern India. In: 19th World congress of soil science: soil solution for a changing world, 1–6 August, 2010, Brisbane, Australia. http://www.ldd.go.th/swcst/Report/soil/symposium/pdf/0565.pdf