Global mammalian zooregions reveal a signal of past human impacts
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Citations
Defining the Anthropocene
References
R: A language and environment for statistical computing.
Random Forests
Classification and Regression by randomForest
High-Resolution Global Maps of 21st-Century Forest Cover Change
WorldClim 2: new 1-km spatial resolution climate surfaces for global land areas
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Frequently Asked Questions (9)
Q2. How do random forests disentangle interacting effects?
Random forests are able to disentangle interacting effects and identify nonlinear and scale-dependent relationships that often occur at the scale of the analysis performed here among multiple correlated predictors
Q3. What predictors were used to determine the current climate?
Contemporary predictors included current climate (annual total precipitation, mean annual temperature, seasonality in temperature and seasonality in precipitation), habitatrelated predictors (primary productivity, main land cover type and tree cover), and human impact related predictors (human appropriation of net primary production, and the human influence index).
Q4. What are the predictors of the global human influence index?
The global human influence index (HII) is a composite predictor covering population density, human land use and infrastructure, and human access37.
Q5. What is the way to detect exemplars?
The algorithm detects special data points called exemplars, and by a message-passing procedure it iteratively connects every data point to the exemplar that best represent it until an optimal set of exemplars and clusters emerges.
Q6. What are the predictors of the current climate?
Mean annual temperature and annual total precipitation for the MH and the LGM were calculated using the Model for Interdisciplinary Research on Climate (MIROC-ESM)39, whereas forthe LIG the authors used the model of Otto-Bliesner et al. (2006)40.
Q7. What is the local importance score for a tree?
The local importance score is derived from all trees for which the sample was not used to train the tree (i.e. its value is OBB).
Q8. What is the significance of the local importance score?
Although random forests are generally assumed to not be affected by highly correlated predictor variables, the authors eliminate some predictors showing a high correlation (r > 0.70, Supplementary Table 5) as some evidence from genomic studies suggests that variable importance measures may show a bias towards correlated predictor variables
Q9. How is the random forest algorithm trained?
Each tree is trained by selecting a random set of variables and a random sample from the training dataset (i.e., the calibration data set).