Neural Decision-Propagation for Answer Set Programming
📰 ArXiv cs.AI
Learn how Neural Decision-Propagation enhances Answer Set Programming with neural networks for scalable reasoning in Neuro-symbolic AI
Action Steps
- Implement Neural Decision-Propagation using Python and TensorFlow to compute stable models
- Apply DProp to existing Answer Set Programming frameworks to enhance scalability
- Configure neural networks to alternate falsity decisions and truth propagations
- Test the performance of DProp on benchmark ASP problems
- Compare the results with classical solvers to evaluate the improvement in scalability
Who Needs to Know This
Researchers and developers in AI, particularly those working on Neuro-symbolic AI and Answer Set Programming, can benefit from this approach to improve scalability in reasoning pipelines
Key Insight
💡 Neural Decision-Propagation (DProp) can improve the scalability of Answer Set Programming by alternating falsity decisions and truth propagations
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🤖 Enhance Answer Set Programming with Neural Decision-Propagation for scalable reasoning in Neuro-symbolic AI! 🚀
Full Article
Title: Neural Decision-Propagation for Answer Set Programming
Abstract:
arXiv:2605.01797v1 Announce Type: new Abstract: Integration of Answer Set Programming (ASP) with neural networks has emerged as a promising tool in Neuro-symbolic AI. While existing approaches extend the capabilities of ASP to real world domains, their reasoning pipelines depend on classical solvers, which is a bottleneck for scalability. To tackle this problem, we propose a new method to compute stable models, called decision-propagation (DProp), which alternates falsity decisions and truth pro
Abstract:
arXiv:2605.01797v1 Announce Type: new Abstract: Integration of Answer Set Programming (ASP) with neural networks has emerged as a promising tool in Neuro-symbolic AI. While existing approaches extend the capabilities of ASP to real world domains, their reasoning pipelines depend on classical solvers, which is a bottleneck for scalability. To tackle this problem, we propose a new method to compute stable models, called decision-propagation (DProp), which alternates falsity decisions and truth pro
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