2018
DOI: 10.7287/peerj.preprints.26811v2
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Global mapping of potential natural vegetation: an assessment of Machine Learning algorithms for estimating land potential

Abstract: Potential Natural Vegetation (PNV) is the vegetation cover in equilibrium with climate, that would exist at a given location non-impacted by human activities. PNV is useful for raising public awareness about land degradation and for estimating land potential. This paper presents results of assessing Machine Learning Algorithms (MLA) for operational mapping of Potential Natural Vegetation (PNV). The following MLA were considered: neural networks (nnet package), random forest (ranger), gradient boosting (gmb), K… Show more

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Cited by 2 publications
(10 citation statements)
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“…To avoid issues with harmonization of nomenclature between biomes, Harrison (2017) provide a standardized classification legend that can be globally applied (32 biomes in total) and a megabiome classification legend (8 megabiomes in total). While the megabiome system implies a necessary loss of information due to generalization, the original standardized classification system devised by Harrison (2017) has been considered too detailed and location-specific to be used for global modeling (Hengl et al, 2018). We adopted the 20 classes (Fig.…”
Section: General Workflowmentioning
confidence: 99%
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“…To avoid issues with harmonization of nomenclature between biomes, Harrison (2017) provide a standardized classification legend that can be globally applied (32 biomes in total) and a megabiome classification legend (8 megabiomes in total). While the megabiome system implies a necessary loss of information due to generalization, the original standardized classification system devised by Harrison (2017) has been considered too detailed and location-specific to be used for global modeling (Hengl et al, 2018). We adopted the 20 classes (Fig.…”
Section: General Workflowmentioning
confidence: 99%
“…In contrast, for the hard class map we used the probability maps to calculate a per-pixel confidence metric. Contrary to Hengl et al (2018), we chose not to use the per-pixel entropy (Shannon, 1948) but the margin of victory (Calderón-Loor et al, 2021) The margin of victory is defined as the difference between the first and the second highest class probability value in a given pixel. Potential values in this case would go from 0 (i.e.…”
Section: Model Building and Evaluationmentioning
confidence: 99%
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