Counterfactual Explanations as Plans

There has been considerable recent interest in explainability in AI, especially with black-box machine learning models. As correctly observed by the planning community, when the application at hand is not a single-shot decision or prediction, but a sequence of actions that depend on observations, a richer notion of explanations are desirable. <br/><br/>In this paper, we look to provide a formal account of “counterfactual explanations," based in terms of action sequences. We then show that this naturally leads to an account of model reconciliation, which might take the form of the user correcting the agent’s model, or suggesting actions to the agent’s plan. For this, we will need to articulate what is true versus what is known, and we appeal to a modal fragment of the situation calculus to formalise these intuitions. We consider various settings: the agent knowing partial truths, weakened truths and having false beliefs, and show that our definitions easily generalize to these different settings.

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Publication Details

Journal
Electronic Proceedings in Theoretical Computer Science
Published
2025-02-11
DOI
https://doi.org/10.4204/eptcs.416.14
Primary Topic
Philosophy and History of Science
Type
article
Field-Weighted Citation Impact
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article

Counterfactual Explanations as Plans

Vaishak Belle
Electronic Proceedings in Theoretical Computer Science
Philosophy and History of Science
article

Counterfactual Explanations as Plans

Vaishak Belle
article en

Abstract

There has been considerable recent interest in explainability in AI, especially with black-box machine learning models. As correctly observed by the planning community, when the application at hand is not a single-shot decision or prediction, but a sequence of actions that depend on observations, a richer notion of explanations are desirable. <br/><br/>In this paper, we look to provide a formal account of “counterfactual explanations," based in terms of action sequences. We then show that this naturally leads to an account of model reconciliation, which might take the form of the user correcting the agent’s model, or suggesting actions to the agent’s plan. For this, we will need to articulate what is true versus what is known, and we appeal to a modal fragment of the situation calculus to formalise these intuitions. We consider various settings: the agent knowing partial truths, weakened truths and having false beliefs, and show that our definitions easily generalize to these different settings.

Electronic Proceedings in Theoretical Computer ScienceVol. 416
University of Edinburgh (GB)
Openalex Percentile: Top 97%
Philosophy and History of Science
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