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Towards Non-Adversarial Algorithmic Recourse

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arxiv 2403.10330 v1 pith:4LXA4C44 submitted 2024-03-15 cs.LG

classification cs.LG
keywords adversarialcounterfactualrecourseexplanationsexamplesnon-adversarialwhetheralgorithmic
verification ladder T0 review T1 audit T2 compute T3 formal
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The streams of research on adversarial examples and counterfactual explanations have largely been growing independently. This has led to several recent works trying to elucidate their similarities and differences. Most prominently, it has been argued that adversarial examples, as opposed to counterfactual explanations, have a unique characteristic in that they lead to a misclassification compared to the ground truth. However, the computational goals and methodologies employed in existing counterfactual explanation and adversarial example generation methods often lack alignment with this requirement. Using formal definitions of adversarial examples and counterfactual explanations, we introduce non-adversarial algorithmic recourse and outline why in high-stakes situations, it is imperative to obtain counterfactual explanations that do not exhibit adversarial characteristics. We subsequently investigate how different components in the objective functions, e.g., the machine learning model or cost function used to measure distance, determine whether the outcome can be considered an adversarial example or not. Our experiments on common datasets highlight that these design choices are often more critical in deciding whether recourse is non-adversarial than whether recourse or attack algorithms are used. Furthermore, we show that choosing a robust and accurate machine learning model results in less adversarial recourse desired in practice.

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  1. Tabular Diffusion based Actionable Counterfactual Explanations for Network Intrusion Detection

    cs.LG 2025-07 conditional novelty 4.0 of 10

    A diffusion-based counterfactual explanation method for network intrusion detection, with distilled fast sampling and decision-tree global rules, is evaluated against six baselines on three NIDS datasets.

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