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Uncertainty analysis of species distribution models
Xi Chen1, Nedialko B Dimitrov1, Lauren Ancel Meyers2,3
1Graduate Program in Operations Research Industrial Engineering, The University of Texas at Austin, Austin, Texas, United States of America.
Researchers developed a faster analytical method to quantify uncertainty in species distribution models. This approach accurately estimates the variance of maximum entropy model outputs, crucial for ecological predictions and disease vector suitability assessments.
Area of Science:
- Ecology
- Biogeography
- Epidemiology
Background:
- Species distribution models (SDMs), such as the maximum entropy model, predict species' geographic ranges using occurrence data and environmental variables.
- Standard SDMs provide point estimates of species presence probability but lack inherent measures of uncertainty.
- Quantifying uncertainty is vital for reliable ecological predictions and public health applications, like disease vector mapping.
Purpose of the Study:
- To analytically derive the variance of maximum entropy model outputs from input data variance.
- To introduce a novel, computationally efficient method for assessing prediction uncertainty in SDMs.
- To apply the analytical method to estimate uncertainty in dengue importation probability and Aedes aegypti suitability.
Main Methods:
- Analytical derivation of the variance for maximum entropy model outputs based on input variable variance.
- Application of the analytical method to dengue occurrence and Aedes aegypti abundance data, incorporating demographic and environmental factors.
- Comparison of the analytical method's performance against the bootstrap method and Poisson point process model.
Main Results:
- The analytical method successfully derived the variance of maximum entropy model outputs, providing standard deviations for dengue importation probability and Aedes aegypti suitability.
- The analytical method demonstrated equivalence with the bootstrap and Poisson point process models under assumptions of independent point locations.
- The introduced analytical method is significantly faster than the bootstrap method for calculating uncertainty in maximum entropy models.
Conclusions:
- The developed analytical method provides a computationally efficient and accurate way to quantify uncertainty in maximum entropy SDMs.
- This approach enhances the reliability of species distribution predictions, particularly for applications in disease ecology and vector-borne disease risk assessment.
- The method offers a direct and rapid alternative to computationally intensive techniques like bootstrapping for uncertainty estimation.
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