Querying Inconsistent Prioritized Data with ORBITS: Algorithms, Implementation, and Experiments
📰 ArXiv cs.AI
Learn to query inconsistent prioritized data using ORBITS algorithms for inconsistency-tolerant query answering
Action Steps
- Implement ORBITS algorithms for inconsistency-tolerant query answering over prioritized knowledge bases
- Apply Pareto and completion optimal repairs to handle conflicting facts
- Evaluate query answers using AR, IAR, and brave semantics
- Analyze the complexity of query answering under these semantics
- Run experiments to test the performance of ORBITS algorithms
Who Needs to Know This
Data scientists and AI researchers working with prioritized knowledge bases can benefit from this micro-lesson to improve their query answering capabilities
Key Insight
💡 ORBITS algorithms enable inconsistency-tolerant query answering over prioritized knowledge bases
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🤖 Query inconsistent prioritized data with ORBITS algorithms! 📊
Key Takeaways
Learn to query inconsistent prioritized data using ORBITS algorithms for inconsistency-tolerant query answering
Full Article
Title: Querying Inconsistent Prioritized Data with ORBITS: Algorithms, Implementation, and Experiments
Abstract:
arXiv:2202.07980v4 Announce Type: replace-cross Abstract: We investigate practical algorithms for inconsistency-tolerant query answering over prioritized knowledge bases, which consist of a logical theory, a set of facts, and a priority relation between conflicting facts. We consider three well-known semantics (AR, IAR and brave) based upon two notions of optimal repairs (Pareto and completion). Deciding whether a query answer holds under these semantics is (co)NP-complete in data complexity for
Abstract:
arXiv:2202.07980v4 Announce Type: replace-cross Abstract: We investigate practical algorithms for inconsistency-tolerant query answering over prioritized knowledge bases, which consist of a logical theory, a set of facts, and a priority relation between conflicting facts. We consider three well-known semantics (AR, IAR and brave) based upon two notions of optimal repairs (Pareto and completion). Deciding whether a query answer holds under these semantics is (co)NP-complete in data complexity for
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