cs.AI updates on arXiv.org 07月22日 12:44
A Mathematical Framework and a Suite of Learning Techniques for Neural-Symbolic Systems
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本文提出NeSy-EBMs,一个用于神经-符号模型的统一数学框架,通过多领域方法提高学习效率,并在多个数据集上验证其实际应用优势。

arXiv:2407.09693v2 Announce Type: replace-cross Abstract: The field of Neural-Symbolic (NeSy) systems is growing rapidly. Proposed approaches show great promise in achieving symbiotic unions of neural and symbolic methods. However, a unifying framework is needed to organize common NeSy modeling patterns and develop general learning approaches. In this paper, we introduce Neural-Symbolic Energy-Based Models (NeSy-EBMs), a unifying mathematical framework for discriminative and generative NeSy modeling. Importantly, NeSy-EBMs allow the derivation of general expressions for gradients of prominent learning losses, and we introduce a suite of four learning approaches that leverage methods from multiple domains, including bilevel and stochastic policy optimization. Finally, we ground the NeSy-EBM framework with Neural Probabilistic Soft Logic (NeuPSL), an open-source NeSy-EBM library designed for scalability and expressivity, facilitating the real-world application of NeSy systems. Through extensive empirical analysis across multiple datasets, we demonstrate the practical advantages of NeSy-EBMs in various tasks, including image classification, graph node labeling, autonomous vehicle situation awareness, and question answering.

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神经-符号模型 NeSy-EBMs 学习框架 多领域方法
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