Polynomial-Time Solution for Preference-Based Argumentation Inverse Problem
A new paper in computer science addresses the inverse problem for preference-based argumentation frameworks (PAFs), which extend Dung's abstract argumentation frameworks (AAFs) by incorporating preferences over arguments. The problem takes an argumentation graph, a labelling, and a semantics as input and determines whether a preference relation exists that yields the desired labelling. This has applications in preference elicitation and explainability. The study examines the four most widely used preference-based reductions under complete semantics and shows that in most cases the problem can be solved in polynomial time.
Key facts
- Paper titled 'On the Existence of an Inverse Solution for Preference-Based Reductions in Argumentation'
- Published on arXiv under Computer Science > Artificial Intelligence
- Considers preference-based argumentation frameworks (PAFs) extending Dung's AAFs
- Inverse problem: given graph, labelling, semantics, check if preference relation yields labelling
- Applications include preference elicitation and explainability
- Examines four most widely used preference-based reductions
- Uses complete semantics
- Problem solvable in polynomial time for most cases
Entities
Institutions
- arXiv