mumpce_py: A Python Implementation of the Method of Uncertainty Minimization Using Polynomial Chaos Expansions. [PDF]
Sheen DA.
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Full-cycle prediction of crack healing in self-healing concrete using generalized polynomial chaos expansion. [PDF]
Fu C +6 more
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A Generalized Polynomial Chaos-Based Approach to Analyze the Impacts of Process Deviations on MEMS Beams. [PDF]
Gao L, Zhou ZF, Huang QA.
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A comparison of Gaussian processes and polynomial chaos emulators in the context of haemodynamic pulse-wave propagation modelling. [PDF]
Paun LM, Colebank MJ, Husmeier D.
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Global Reliability Sensitivity Analysis Based on Maximum Entropy and 2-Layer Polynomial Chaos Expansion. [PDF]
Zhao J, Zeng S, Guo J, Du S.
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Parameters Variability Effects on Microstrip Interconnects via Hermite Polynomial Chaos [PDF]
Canavero, Flavio +2 more
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Exploiting Polynomial Chaos Expansion for Rapid Assessment of the Impact of Tissue Property Uncertainties in Low-Intensity Focused Ultrasound Stimulation. [PDF]
Sumser K +3 more
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Gaussian Processes and Polynomial Chaos Expansion for Regression Problem: Linkage via the RKHS and Comparison via the KL Divergence. [PDF]
Yan L, Duan X, Liu B, Xu J.
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Parameters Variability Effects on Multiconductor Interconnects via Hermite Polynomial Chaos [PDF]
Canavero, Flavio +2 more
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Combining Polynomial Chaos Expansions and Kriging
Computer simulation has emerged as a key tool for designing and assessing engineeringsystems in the last two decades. Uncertainty quantification has becomepopular more recently as a way to model all the uncertainties affecting the systemand their impact onto its performance.In this respect meta-models (a.k.a.
Schöbi, R. +3 more
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