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Best of both worlds: local and global explanations with human-understandable concepts
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Interpretability techniques aim to provide the rationale behind a model's decision, typically by explaining either an individual prediction (local explanation, e.g. 'why is this patient diagnosed with this condition') or a class of predictions (global explanation, e.g. 'why is this set of patients diagnosed with this condition in general'). While there are many methods focused on either one, few frameworks can provide both local and global explanations in a consistent manner. In this work, we combine two powerful existing techniques, one local (Integrated Gradients, IG) and one global (Testing with Concept Activation Vectors), to provide local and global concept-based explanations. We first sanity check our idea using two synthetic datasets with a known ground truth, and further demonstrate with a benchmark natural image dataset. We test our method with various concepts, target classes, model architectures and IG parameters (e.g. baselines). We show that our method improves global explanations over vanilla TCAV when compared to ground truth, and provides useful local insights. Finally, a user study demonstrates the usefulness of the method compared to no or global explanations only. We hope our work provides a step towards building bridges between many existing local and global methods to get the best of both worlds.
Forward citations
Cited by 4 Pith papers
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Understanding and evaluating computer vision models through the lens of counterfactuals
Counterfactual-based methods for concept attribution in classifiers and for dynamic bias evaluation and mitigation in text-to-image models.
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Learning Concept-Driven Logical Rules for Interpretable and Generalizable Medical Image Classification
A concept-based medical image classifier that learns explicit Boolean rules from binary visual concepts, improving out-of-distribution accuracy while keeping predictions interpretable.
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On the Complexity-Faithfulness Trade-off of Gradient-Based Explanations
The paper introduces EF and ΔEF as spectral metrics, but ΔEF is derived from EF, making the complexity-faithfulness trade-off partly tautological.
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FastCAV: Efficient Computation of Concept Activation Vectors for Explaining Deep Neural Networks
Concept activation vectors can be computed as the normalized difference between concept-mean and global-mean activations, giving a 46.4x average speedup over SVM-based CAVs with comparable quality.
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