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Paul Lartaud
Paul Lartaud
PhD Student - CEA
在 polytechnique.edu 的电子邮件经过验证
标题
引用次数
引用次数
年份
Status of the NEAMS and ARC neutronic fast reactor tools integration to the NEAMS Workbench
N Stauff, P Lartaud, YS Jung, CH Lee, K Zeng, J Hou
Argonne National Lab.(ANL), Argonne, IL (United States), 2019
162019
Multi-output Gaussian processes for inverse uncertainty quantification in neutron noise analysis
P Lartaud, P Humbert, J Garnier
Nuclear Science and Engineering 197 (8), 1928-1951, 2023
72023
Sequential design for surrogate modeling in Bayesian inverse problems
P Lartaud, P Humbert, J Garnier
arXiv preprint arXiv:2402.16520, 2024
42024
Sensitivity Analysis and Uncertainty Quantification of FFTF Cycle 8C using the NEAMS Workbench
IT Usman, P Lartaud, NE Stauff
proceedings of ANS Winter Meeting, DC, 2019
42019
Uncertainty quantification in neutron noise analysis using monte-carlo markov chain methods: An application to nuclear waste drum assay
P Lartaud, P Humbert, J Garnier
Proceedings of the International Conference on Physics of Reactors, 2674-2683, 2022
22022
Uncertainty quantification in Bayesian inverse problems with neutron and gamma time correlation measurements
P Lartaud, P Humbert, J Garnier
Annals of Nuclear Energy 213, 111123, 2025
2025
Uncertainty quantification in neutron and gamma time correlation measurements
P Lartaud, P Humbert, J Garnier
arXiv preprint arXiv:2410.01522, 2024
2024
MULTI-OUTPUT GAUSSIAN PROCESS SURROGATE MODELS FOR INVERSE UNCERTAINTY QUANTIFICATION IN RANDOM NEUTRONICS
P Lartaud, P Humbert, J Garnier
I-optimal sequential design for Bayesian inverse problems with Gaussian process surrogate models
P Lartaud, P Humbert, J Garnier
Bayesian Inverse Problem and Uncertainty Quantification in the Joint Analysis of Neutron and Gamma Corrrelations
P Lartaud, P Humbert, J Garnier
Supervised learning and Monte Carlo Markov Chain methods for inverse problem resolution in random neutronics
P Lartaud
Uncertainty quantification for inverse problems in random neutronics using supervised learning and Monte-Carlo Markov chain methods
P Lartaud, P Humbert, J Garnier
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