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Multiple Choice

Which technique measures the contribution of each input feature to the model's prediction across all possible feature combinations?

The idea is to quantify how much each input feature pushes a model’s prediction by looking at its effect across every possible combination of features. Shapley values do exactly this: for a given prediction, they measure the marginal contribution of a feature when it’s added to all possible subsets of the other features and then average those contributions. This averaging over all subsets ensures a fair attribution that accounts for interactions between features and yields a sum of attributions that equals the difference between the actual prediction and the baseline. This approach is best here because it directly assigns a precise contribution to each feature for a specific prediction, considering all feature combinations and interaction effects. Other options don’t capture this comprehensive, additive attribution: feature importance scores are typically global and don’t reflect individual-prediction contributions across all subsets; surrogate models approximate the original model and may miss nuanced interactions; counterfactual explanations describe how to change inputs to flip a decision rather than how much each feature contributed across all combinations.

The idea is to quantify how much each input feature pushes a model’s prediction by looking at its effect across every possible combination of features. Shapley values do exactly this: for a given prediction, they measure the marginal contribution of a feature when it’s added to all possible subsets of the other features and then average those contributions. This averaging over all subsets ensures a fair attribution that accounts for interactions between features and yields a sum of attributions that equals the difference between the actual prediction and the baseline.

This approach is best here because it directly assigns a precise contribution to each feature for a specific prediction, considering all feature combinations and interaction effects. Other options don’t capture this comprehensive, additive attribution: feature importance scores are typically global and don’t reflect individual-prediction contributions across all subsets; surrogate models approximate the original model and may miss nuanced interactions; counterfactual explanations describe how to change inputs to flip a decision rather than how much each feature contributed across all combinations.