Pages that link to "Item:Q483766"
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The following pages link to Efficient sampling methods for global reliability sensitivity analysis (Q483766):
Displaying 21 items.
- Regional importance effect analysis of the input variables on failure probability and its state dependent parameter estimation (Q316344) (← links)
- Global sensitivity of structural variability by random sampling (Q546775) (← links)
- Sensitivity based reduced approaches for structural reliability analysis (Q707932) (← links)
- The resonance reliability and global sensitivity analysis of curved pipe conveying fluid based on TIS method (Q1720836) (← links)
- An application of the kriging method in global sensitivity analysis with parameter uncertainty (Q1788766) (← links)
- Simultaneous estimation of complementary moment independent and reliability-oriented sensitivity measures (Q1998421) (← links)
- On the use of sparse Bayesian learning-based polynomial chaos expansion for global reliability sensitivity analysis (Q2087515) (← links)
- A Laplace asymptotic integral-based reliability analysis method combined with artificial neural network (Q2109898) (← links)
- Efficient numerical simulation method for evaluations of global sensitivity analysis with parameter uncertainty (Q2286008) (← links)
- Dynamic non-probabilistic reliability evaluation and service life prediction for arch dams considering time-varying effects (Q2293316) (← links)
- Efficient evaluation of reliability-oriented sensitivity indices (Q2316182) (← links)
- Global sensitivity analysis of fuzzy distribution parameter on failure probability and its single-loop estimation (Q2336469) (← links)
- A stratified sampling algorithm based on the reliability sensitivity (Q2858479) (← links)
- Parametric Reliability Sensitivity Analysis Using Failure Probability Ratio Function (Q2972117) (← links)
- Goal-Oriented Shapley Effects with Special Attention to the Quantile-Oriented Case (Q5052894) (← links)
- An efficient dimensionality-independent algorithm for failure probability-based global sensitivity analysis by dual-stage adaptive kriging model (Q6048040) (← links)
- An analytical framework for local and global system kinematic reliability sensitivity of robotic manipulators (Q6135642) (← links)
- Active learning polynomial chaos expansion for reliability analysis by maximizing expected indicator function prediction error (Q6553474) (← links)
- An efficient method for estimating global sensitivity indices (Q6560618) (← links)
- Unified reliability analysis by active learning kriging model combining with random-set based Monte Carlo simulation method (Q6560622) (← links)
- An improved approximate integral method for nonlinear reliability analysis (Q6588317) (← links)