Predictive Machine Learning models to estimate the price of gold [Modelos predictivos de Machine Learning para estimar el precio del oro]

Joela Noemi Sotelo Cenas, Helin Julissa Gervacio Arteaga, Carmen Lizeth Carranza Rios
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Abstract

The purpose of this study was to determine the optimal algorithm to estimate the price of gold and identify the variables most incident to its variation. An exploratory level methodology, quantitative approach and non-experimental design was used. The results obtained when performing EDA show that the variables with the highest correlation with respect to the price of gold are the cost of production with 44% and the S&P_500 with 30%. When validating the models, the result was that the Gradient boosting algorithm has an optimal R2 of 99.4%, this value justifies the importance of the model in order to estimate the price of gold. Likewise, without leaving aside the Random Forest algorithm, it also shows an R2 of 99.3%. Likewise, it was identified that the variables with the highest incidence are Cost_prod with 51.5% and USD_X with 30.4%. Finally, it is concluded that the use of these algorithms such as Gradient boosting and Random Forest can estimate the price of gold taking into account the variables that affect its variation.
估算黄金价格的机器学习预测模型
本研究的目的是确定估算黄金价格的最佳算法,并找出对其变化影响最大的变量。研究采用了探索性方法、定量方法和非实验设计。进行 EDA 得出的结果显示,与黄金价格相关性最高的变量是生产成本(44%)和 S&P_500 指数(30%)。在验证模型时,梯度提升算法的最佳 R2 值为 99.4%,该值证明了该模型在估算黄金价格方面的重要性。同样,在不考虑随机森林算法的情况下,其 R2 也达到了 99.3%。同样,研究还发现,发生率最高的变量是成本_产品(51.5%)和美元_X(30.4%)。最后,我们得出结论,使用梯度提升和随机森林等算法可以估算黄金价格,同时考虑到影响黄金价格变化的变量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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