π€ AI Summary
This paper addresses the core contestability problem in Edge-Weighted Quantitative Bipolar Argumentation Frameworks (EW-QBAFs): *how to adjust edge weights to achieve a desired strength for a target argument*. To this end, we propose Gradient-based Relation Attribution Explanations (G-RAEs), the first interpretability method tailored for weight tuning in EW-QBAFs. G-RAEs quantify the sensitivity of argument strength to individual edge weights and leverage these gradients in an iterative optimization algorithm that enables preference-guided, precise strength calibration. Evaluated on synthetic data mimicking recommendation systems and MLP architectures, G-RAEs demonstrate significant efficacy in steering argument strengths as intended. The approach markedly enhances human controllability and contestability of AI decisions, thereby establishing a novel paradigm for explainable and intervenable argumentative AI systems.
π Abstract
Contestable AI requires that AI-driven decisions align with human preferences. While various forms of argumentation have been shown to support contestability, Edge-Weighted Quantitative Bipolar Argumentation Frameworks (EW-QBAFs) have received little attention. In this work, we show how EW-QBAFs can be deployed for this purpose. Specifically, we introduce the contestability problem for EW-QBAFs, which asks how to modify edge weights (e.g., preferences) to achieve a desired strength for a specific argument of interest (i.e., a topic argument). To address this problem, we propose gradient-based relation attribution explanations (G-RAEs), which quantify the sensitivity of the topic argument's strength to changes in individual edge weights, thus providing interpretable guidance for weight adjustments towards contestability. Building on G-RAEs, we develop an iterative algorithm that progressively adjusts the edge weights to attain the desired strength. We evaluate our approach experimentally on synthetic EW-QBAFs that simulate the structural characteristics of personalised recommender systems and multi-layer perceptrons, and demonstrate that it can solve the problem effectively.