2014
DOI: 10.5846/stxb201306031292
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The basic principle of Random forest and its applications in Ecology— A case study ofPinus yunnanensis

Abstract: Ecological data are often complex. The explanatory and the response variables may be categorical variables or numerical variables. The ecological relationships that need to be defined are often nonlinear and involve high鄄order interactions between explanatory variables. Missing values for both response and predictor variables are very common, and outliers almost always exist. Random forest ( RF) , a novel machine learning technique, is ideally suited for the analysis of

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Cited by 19 publications
(16 citation statements)
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“…A previous study used an RF model to predict the abundance of multiple tree species in Great Britain, and the accuracy of predictions reached high levels [41]. The large-scale distribution of Pinus yunnanensis was also predicted by RF, and prediction results were better than for other models [42]. Similar studies have been conducted for animals, by using RF to evaluate potential habitats of Syrmaticus reevesii, Manis pentadactyla, and Macana thibetana [43].…”
Section: Introductionmentioning
confidence: 75%
“…A previous study used an RF model to predict the abundance of multiple tree species in Great Britain, and the accuracy of predictions reached high levels [41]. The large-scale distribution of Pinus yunnanensis was also predicted by RF, and prediction results were better than for other models [42]. Similar studies have been conducted for animals, by using RF to evaluate potential habitats of Syrmaticus reevesii, Manis pentadactyla, and Macana thibetana [43].…”
Section: Introductionmentioning
confidence: 75%
“…The PLS regression method was an extension of the multiple linear-regression model, which was widely used because it could reduce the problem of collinearity between data variables [10,11,12]. Furthermore, although the random forest (RF) model, which was used mostly in biology and had high predictive and learning ability, resolved the problem of singular values between response variables and explanatory variables [13], few reports had used it to monitor the nitrogen content in corn. Thus, the present study applied these three categories of spectral variables based on extracted hyperspectral information and combines them with sensitive variables selected by using the successive projections algorithm (SPA) to estimate the LNC of corn.…”
Section: Introductionmentioning
confidence: 99%
“…(Zhang et al, 2014) In broad-spectrum, the classification or regression function depends on many predictors. Partial dependence of classification or regression function for a particular variable (X j ) defined as function of exception of remaining variables.…”
Section: Ballpark Matrix Of Datamentioning
confidence: 99%