Markov Logic meets Graph Neural Networks: A Study for Situational Awareness

V. Nguyen
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Abstract

Situational awareness requires continual learning from observations and adaptive reasoning from domain and contextual knowledge. The integration of reasoning and learning has been a standing goal of machine learning and AI in general, and a pressing need for real-world situational awareness in particular. Representative techniques among the numerous methods proposed include integrating logics with learning formalisms, whether probabilistic graphical models or neural methods. These techniques are motivated by the need to model and exploit the symmetry, regularities and complex relations between entities exhibited in real world scenarios (in the form of relational or graph data) for effective reasoning and learning. In this work, we investigate the benefits of integrating two prominent methods for reasoning and learning with relational/graph data, Markov Logic Networks (or simply Markov Logic) and Graph Neural Networks. The former is well-recognised for its powerful representation and uncertainty handling, while the latter have gained much attention due to their efficiency in handling large-scale graph datasets. This paper reports on the potential benefits of combining their respective strengths and applying them to a use case illustration in the maritime domain, together with empirical results.
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马尔可夫逻辑与图神经网络:情境感知的研究
态势感知需要从观察中不断学习,从领域和上下文知识中进行适应性推理。推理和学习的整合一直是机器学习和人工智能的长期目标,特别是对现实世界情境感知的迫切需求。在众多提出的方法中,有代表性的技术包括将逻辑与学习形式相结合,无论是概率图模型还是神经方法。这些技术的动机是需要建模和利用在现实世界场景中(以关系或图形数据的形式)展示的实体之间的对称性、规律性和复杂关系,以进行有效的推理和学习。在这项工作中,我们研究了将两种主要的推理和学习方法与关系/图数据,马尔可夫逻辑网络(或简称马尔可夫逻辑)和图神经网络相结合的好处。前者因其强大的表示和不确定性处理而得到广泛认可,而后者因其在处理大规模图数据集方面的效率而受到广泛关注。本文报告了结合它们各自的优势并将它们应用于海事领域的用例说明的潜在好处,以及实证结果。
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