2024
DOI: 10.1016/j.apm.2023.10.047
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Global sensitivity analysis for multivariate outputs using generalized RBF-PCE metamodel enhanced by variance-based sequential sampling

Lin Chen,
Hanyan Huang
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Cited by 7 publications
(1 citation statement)
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“…By employing a chaotic perturbation operator, GSA addresses these issues effectively, which has been utilized for parameter optimization in machine learning, as cited in [23]. To ensure that the FSI prediction model achieves higher predictive accuracy and generalizability, this study employs GSA to optimize three critical parameters in the RBFNN [59]: the number of nodes in the hidden layer C j , the spread value σ j , and the network connection weights ω j . The optimization process ensures the reasonableness of the parameters and enhances the robustness of the predictions.…”
Section: Lagrange's Ahm-critic Coefficient Couplingmentioning
confidence: 99%
“…By employing a chaotic perturbation operator, GSA addresses these issues effectively, which has been utilized for parameter optimization in machine learning, as cited in [23]. To ensure that the FSI prediction model achieves higher predictive accuracy and generalizability, this study employs GSA to optimize three critical parameters in the RBFNN [59]: the number of nodes in the hidden layer C j , the spread value σ j , and the network connection weights ω j . The optimization process ensures the reasonableness of the parameters and enhances the robustness of the predictions.…”
Section: Lagrange's Ahm-critic Coefficient Couplingmentioning
confidence: 99%