Auditing Cascading Risks in Multi-Agent Systems via Semantic-Geometric Co-evolution
Zixun Luo, Yuhang Fan, Hengyu Lin, Yufei Li, Youzhi Zhang

TL;DR
This paper introduces a geometric-semantic framework using Ollivier--Ricci Curvature to detect early signs of cascading risks in multi-agent systems, enabling proactive intervention and interpretability.
Contribution
It proposes a novel co-evolutionary analysis method combining semantic signals with graph geometry to identify precursors of cascading failures in MAS.
Findings
Curvature anomalies precede semantic violations by several interaction turns.
The framework enables early detection of cascading risks before explicit semantic issues occur.
Ricci curvature provides interpretable root-cause attribution for system failures.
Abstract
Large Language model (LLM)-based Multi-Agent Systems (MAS) are prone to cascading risks, where early-stage interactions remain semantically fluent and policy-compliant, yet the underlying interaction dynamics begin to distort in ways that amplify latent instability or misalignment. Traditional auditing methods that focus on per-message semantic content are inherently reactive and lagging, failing to capture these early structural precursors. In this paper, we propose a principled framework for cascading-risk detection grounded in semantic--geometric co-evolution. We model MAS interactions as dynamic graphs and introduce Ollivier--Ricci Curvature (ORC) -- a discrete geometric measure -- to characterize information redundancy and bottleneck formation in communication topologies. By coupling semantic flow signals with graph geometry, the framework learns the normal co-evolutionary dynamics…
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Taxonomy
TopicsAdvanced Graph Neural Networks · Multimodal Machine Learning Applications · Ethics and Social Impacts of AI
