Surrogate-assisted global sensitivity analysis: an overview
K Cheng, Z Lu, C Ling, S Zhou - Structural and Multidisciplinary …, 2020 - Springer
Surrogate models are popular tool to approximate the functional relationship of expensive
simulation models in multiple scientific and engineering disciplines. Successful use of …
simulation models in multiple scientific and engineering disciplines. Successful use of …
Surrogate models for uncertainty quantification: An overview
Uncertainty quantification has become a hot topic in computational sciences in the last
decade. Indeed computer models (aka simulators) are becoming more and more complex …
decade. Indeed computer models (aka simulators) are becoming more and more complex …
Structural reliability analysis based on ensemble learning of surrogate models
K Cheng, Z Lu - Structural Safety, 2020 - Elsevier
Assessing the failure probability of complex structure is a difficult task in presence of various
uncertainties. In this paper, a new adaptive approach is developed for reliability analysis by …
uncertainties. In this paper, a new adaptive approach is developed for reliability analysis by …
Adaptive sparse polynomial chaos expansions for global sensitivity analysis based on support vector regression
K Cheng, Z Lu - Computers & Structures, 2018 - Elsevier
In the context of uncertainty analysis, Polynomial chaos expansion (PCE) has been proven
to be a powerful tool for developing meta-models in a wide range of applications, especially …
to be a powerful tool for developing meta-models in a wide range of applications, especially …
Generalized uncertainty in surrogate models for concrete strength prediction
MA Hariri-Ardebili, G Mahdavi - Engineering Applications of Artificial …, 2023 - Elsevier
Applied soft computing has been widely used to predict material properties, optimal mixture,
and failure modes. This is challenging, especially for the highly nonlinear behavior of brittle …
and failure modes. This is challenging, especially for the highly nonlinear behavior of brittle …
Arbitrary polynomial chaos expansion method for uncertainty quantification and global sensitivity analysis in structural dynamics
Uncertainty quantification (UQ) and global sensitivity analysis (GSA) of dynamic
characteristics of complex systems subjected to uncertainty are jointly investigated in this …
characteristics of complex systems subjected to uncertainty are jointly investigated in this …
Extending classical surrogate modeling to high dimensions through supervised dimensionality reduction: a data-driven approach
Thanks to their versatility, ease of deployment, and high performance, surrogate models
have become staple tools in the arsenal of uncertainty quantification (UQ). From local …
have become staple tools in the arsenal of uncertainty quantification (UQ). From local …
Uncertainty quantification in low-probability response estimation using sliced inverse regression and polynomial chaos expansion
PTT Nguyen, L Manuel - Reliability Engineering & System Safety, 2024 - Elsevier
For wave energy converters (WECs), wind turbines, etc., estimation of response extremes
over a selected exposure time is important during design. Sources of uncertainty arising …
over a selected exposure time is important during design. Sources of uncertainty arising …
Sliced inverse regression-based sparse polynomial chaos expansions for reliability analysis in high dimensions
Reliability analysis requires a large number of original model evaluations, especially for
high-nonlinear and high-dimensional problems. This could be computationally expensive …
high-nonlinear and high-dimensional problems. This could be computationally expensive …
A global surrogate model technique based on principal component analysis and Kriging for uncertainty propagation of dynamic systems
Dynamic systems modeled by computationally intensive numerical models with time-
dependent output are common in engineering. Efficient uncertainty propagation of such …
dependent output are common in engineering. Efficient uncertainty propagation of such …