Testing machine learning algorithms for the prediction of depositional fluxes of the radionuclides Be, Pb and K.

J Environ Radioact

Central Research Services (SCAI), University of Malaga, 29071, Malaga, Spain. Electronic address:

Published: September 2023

AI Article Synopsis

  • Monthly depositional fluxes of Be, Pb, and K were measured in Southern Spain from 2005 to 2018, and their relationships with atmospheric variables were analyzed using Random Forest and Neural Network machine learning algorithms.
  • Neural Network models showed slightly better predictive performance, with mean Pearson-R coefficients around 0.85, compared to 0.83 for Be, 0.79 for Pb, and 0.8 for K using Random Forest models.
  • The study also used Recursive Feature Elimination to identify the atmospheric variables most correlated with the temporal variability of these radionuclides' depositional fluxes.

Article Abstract

The monthly depositional fluxes of Be, Pb and K were measured at Malaga, (Southern Spain) from 2005 to 2018. In this work, the depositional fluxes of these radionuclides are investigated and their relations with several atmospheric variables have been studied by applying two popular machine learning methods: Random Forest and Neural Network algorithms. We extensively test different configurations of these algorithms and demonstrate their predictive ability for reproducing depositional fluxes. The models derived with Neural Networks achieve slightly better results, in average, although similar, having into account the uncertainties. The mean Pearson-R coefficients, evaluated with a k-fold cross-validation method, are around 0.85 for the three radionuclides using Neural Network models, while they go down to 0.83, 0.79 and 0.8 for Be, Pb and K, respectively, for the Random Forest models. Additionally, applying the Recursive Feature Elimination technique we determine the variables more correlated with the depositional fluxes of these radionuclides, which elucidates the main dependences of their temporal variability.

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http://dx.doi.org/10.1016/j.jenvrad.2023.107213DOI Listing

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