Estimation of emerald mineralization probability using machine learning algorithms

This research proposes a machine learning (ML) model that estimates the probability of emerald mineralization in rocks of the Western Emerald Belt (CEOC). Element concentrations, lithologies and coordinates were used as input variables and productivity as the target variable (176 samples). The variables were transformed to be integrated into the model. (1) Variable selection was performed using the Boruta method and backward elimination. (2) A logistic regression, a neural network, and a support vector machine were trained. (3) Calibration was achieved with the Platt method. (4) Calibration assessment was conducted by using the Brier score and calibration curves. The model selected was a calibrated support vector machine (C = 0.19 and λ = 0.1) that included 17 geochemical variables and the coordinates. The results were presented in a 3D plot. Assigning a probability value to each sample allows the mining targets to be ranked.

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Publication Details

Journal
DYNA
Published
2025-01-27
DOI
https://doi.org/10.15446/dyna.v92n235.112504
Citations
1
Primary Topic
Geochemistry and Geologic Mapping
Type
article
Field-Weighted Citation Impact
2.48
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article

Estimation of emerald mineralization probability using machine learning algorithms

L. H. Ochoa Gutierrez, Daniela Neva-Rodriguez
1 citations
DYNA
Geochemistry and Geologic Mapping
2.48
article

Estimation of emerald mineralization probability using machine learning algorithms

L. H. Ochoa Gutierrez, Daniela Neva-Rodriguez
article en
1 citations

Abstract

This research proposes a machine learning (ML) model that estimates the probability of emerald mineralization in rocks of the Western Emerald Belt (CEOC). Element concentrations, lithologies and coordinates were used as input variables and productivity as the target variable (176 samples). The variables were transformed to be integrated into the model. (1) Variable selection was performed using the Boruta method and backward elimination. (2) A logistic regression, a neural network, and a support vector machine were trained. (3) Calibration was achieved with the Platt method. (4) Calibration assessment was conducted by using the Brier score and calibration curves. The model selected was a calibrated support vector machine (C = 0.19 and λ = 0.1) that included 17 geochemical variables and the coordinates. The results were presented in a 3D plot. Assigning a probability value to each sample allows the mining targets to be ranked.

DYNAVol. 92(235)
Universidad Nacional de Colombia (CO)
Decent work and economic growth
Openalex Percentile: Top 12%
Geochemistry and Geologic Mapping
2.48
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Estimation of emerald mineralization probability using machine learning algorithms — L. H. Ochoa Gutierrez, Daniela Neva-Rodriguez · DYNA (2025) | TGRS Research Map | TGRS