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Technical Papers

Inverse Predictive Modeling of Radiation Transport Through Optically Thick Media in the Presence of Counting Uncertainties

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Pages 199-223 | Received 30 Dec 2016, Accepted 08 Mar 2017, Published online: 08 May 2017

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Talaat Abdelhamid, Rongliang Chen & Md. Mahbub Alam. (2021) Nonlinear conjugate gradient method for identifying Young's modulus of the elasticity imaging inverse problem. Inverse Problems in Science and Engineering 29:12, pages 2165-2185.
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Dan G. Cacuci, Ruixian Fang & Madalina C. Badea. (2018) MULTI-PRED: A Software Module for Predictive Modeling of Coupled Multi-Physics Systems. Nuclear Science and Engineering 191:2, pages 187-202.
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Keith C. Bledsoe, Jason Hite, Matthew A. Jessee & Jordan P. Lefebvre. (2021) Application of Markov Chain Monte Carlo Methods for Uncertainty Quantification in Inverse Transport Problems. IEEE Transactions on Nuclear Science 68:8, pages 2210-2219.
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Dan Gabriel Cacuci. (2021) Fourth-Order Comprehensive Adjoint Sensitivity Analysis (4th-CASAM) of Response-Coupled Linear Forward/Adjoint Systems: I. Theoretical Framework. Energies 14:11, pages 3335.
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Jesús P. Curbelo & Ricardo C. Barros. (2021) A spectral nodal method for the adjoint neutral particle transport equations in -geometry: Application to direct and inverse multigroup source-detector problems . Annals of Nuclear Energy 150, pages 107822.
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Dan G. Cacuci. (2019) Reprint of “Nuclear thermal-hydraulics applications illustrating the key roles of adjoint-computed sensitivities for overcoming the curse of dimensionality in sensitivity analysis, uncertainty quantification and predictive modeling”. Nuclear Engineering and Design 354, pages 110294.
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Cacuci. (2019) Towards Overcoming the Curse of Dimensionality: The Third-Order Adjoint Method for Sensitivity Analysis of Response-Coupled Linear Forward/Adjoint Systems, with Applications to Uncertainty Quantification and Predictive Modeling. Energies 12:21, pages 4216.
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Dan G. Cacuci. (2019) Nuclear thermal-hydraulics applications illustrating the key roles of adjoint-computed sensitivities for overcoming the curse of dimensionality in sensitivity analysis, uncertainty quantification and predictive modeling. Nuclear Engineering and Design 351, pages 20-32.
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