Abstract

Random forests (RF) is a powerful species distribution model (SDM) algorithm. This ensemble model by default can produce categorical and numerical species distribution maps based on its classification tree (CT) and regression tree (RT) algorithms, respectively. The CT algorithm can also produce numerical predictions (class probability). Here, we present a detailed procedure involving the use of the CT and RT algorithms using the RF method with presence-only data to model the distribution of species. CT and RT are used to generate numerical prediction maps, and then numerical predictions are converted to binary predictions through objective threshold-setting methods. We also applied simple methods to deal with collinearity of predictor variables and spatial autocorrelation of species occurrence data. A geographically stratified sampling method was employed for generating pseudo-absences. The detailed procedural framework is meant to be a generic method to be applied to virtually any SDM prediction question using presence-only data.•How to use RF as a standard method for generic species distributions with presence-only data•How to choose RF (CT or RT) methods for the distribution modeling of species•A general and detailed procedure for any SDM prediction question.

Highlights

  • This phenomenon may be ascribed to the fact that different measures have different strategies of weighting the various types of prediction errors, especially for composite metrics that are based on different algorithms and assumptions (e.g., Kappa; overall accuracy, OA)

  • A detailed procedural framework was proposed for applying Random forests (RF) methods with presence-only data to model the distributions of species (Fig. 1)

  • This procedural framework is meant to be a generic concept to be applied to virtually any model prediction question with presence-only data

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Summary

Method Article

The use of classification and regression algorithms using the random forests method with presence-only data to model species’ distribution.

Method details
Evaluation of model performance
Summary
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