The following pages link to Sobol' Indices and Shapley Value (Q2938443):
Displaying 38 items.
- Estimation of high-order moment-independent importance measures for Shapley value analysis (Q821916) (← links)
- Variance allocation and Shapley value (Q1617328) (← links)
- A characterization and some properties of the Banzhaf-Coleman-Dubey-Shapley sensitivity index (Q1886743) (← links)
- Sensitivity indices for independent groups of variables (Q1997595) (← links)
- Unrestricted permutation forces extrapolation: variable importance requires at least one more model, or there is no free variable importance (Q2066736) (← links)
- Explanation with the winter value: efficient computation for hierarchical Choquet integrals (Q2105574) (← links)
- Explanation with the Winter value: efficient computation for hierarchical Choquet integrals (Q2146048) (← links)
- Global sensitivity analysis in epidemiological modeling (Q2171531) (← links)
- Is mortality or interest rate the most important risk in annuity models? A comparison of sensitivity analysis methods (Q2212159) (← links)
- Explaining individual predictions when features are dependent: more accurate approximations to Shapley values (Q2238680) (← links)
- Global sensitivity analysis of high-dimensional neuroscience models: an example of neurovascular coupling (Q2417537) (← links)
- Shapley Effects for Global Sensitivity Analysis: Theory and Computation (Q3179320) (← links)
- Variance Reduction for Estimation of Shapley Effects and Adaptation to Unknown Input Distribution (Q3296926) (← links)
- Global Sensitivity Analysis for Statistical Model Parameters (Q4611539) (← links)
- On Shapley Value for Measuring Importance of Dependent Inputs (Q4636414) (← links)
- Tensor Algorithms for Advanced Sensitivity Metrics (Q4689171) (← links)
- On the consistency of Sobol indices with respect to stochastic ordering of model parameters (Q4967804) (← links)
- Shapley effects for sensitivity analysis with dependent inputs: bootstrap and kriging-based algorithms (Q4967875) (← links)
- Goal-Oriented Shapley Effects with Special Attention to the Quantile-Oriented Case (Q5052894) (← links)
- (Q5053199) (← links)
- Block-Diagonal Covariance Estimation and Application to the Shapley Effects in Sensitivity Analysis (Q5075230) (← links)
- On the comparison of Shapley values for variance and standard deviation games (Q5152514) (← links)
- Gaussian Linear Approximation for the Estimation of the Shapley Effects (Q5158917) (← links)
- Computing Shapley Effects for Sensitivity Analysis (Q5158926) (← links)
- A Shapley--Owen Index for Interaction Quantification (Q5237186) (← links)
- Variance reduced Shapley value estimation for trustworthy data valuation (Q6047839) (← links)
- Interpretable biomanufacturing process risk and sensitivity analyses for quality‐by‐design and stability control (Q6053132) (← links)
- Efficient estimation of multiple expectations with the same sample by adaptive importance sampling and control variates (Q6117013) (← links)
- On exact distribution for multivariate weighted distributions and classification (Q6164872) (← links)
- A Shapley Value Index for Market Basket Analysis: Efficient Computation Using an Harsanyi Dividend Representation (Q6173044) (← links)
- Considerations when learning additive explanations for black-box models (Q6176233) (← links)
- Tail variance allocation, Shapley value, and the majorization problem (Q6198966) (← links)
- Construction of rating systems using global sensitivity analysis: a numerical investigation (Q6494321) (← links)
- Proportional marginal effects for global sensitivity analysis (Q6587621) (← links)
- Quantile-constrained Wasserstein projections for robust interpretability of numerical and machine learning models (Q6595779) (← links)
- A comparative study of methods for estimating model-agnostic Shapley value explanations (Q6609084) (← links)
- Fast Approximation of the Shapley Values Based on Order-of-Addition Experimental Designs (Q6631726) (← links)
- Discrepancy Measures for Global Sensitivity Analysis (Q6637460) (← links)
