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Technical Note: Defining and Quantifying AND-OR Interactions for Faithful and Concise Explanation of DNNs
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In this technical note, we aim to explain a deep neural network (DNN) by quantifying the encoded interactions between input variables, which reflects the DNN's inference logic. Specifically, we first rethink the definition of interactions, and then formally define faithfulness and conciseness for interaction-based explanation. To this end, we propose two kinds of interactions, i.e., the AND interaction and the OR interaction. For faithfulness, we prove the uniqueness of the AND (OR) interaction in quantifying the effect of the AND (OR) relationship between input variables. Besides, based on AND-OR interactions, we design techniques to boost the conciseness of the explanation, while not hurting the faithfulness. In this way, the inference logic of a DNN can be faithfully and concisely explained by a set of symbolic concepts.
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Revisiting Generalization Power of a DNN in Terms of Symbolic Interactions
Neural network interactions that generalize follow a decay-shaped distribution over complexity, while non-generalizing interactions follow a spindle-shaped distribution, which a four-parameter fit can separate.
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