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Encoding Argumentation Semantics by Boolean Algebra

Fuan PU, Guiming LUO, Zhou JIANG

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Summary :

In this paper, a Boolean algebra approach is proposed to encode various acceptability semantics for abstract argumentation frameworks, where each semantics can be equivalently encoded into several Boolean constraint models based on Boolean matrices and a family of Boolean operations between them. Then, we show that these models can be easily translated into logic programs, and can be solved by a constraint solver over Boolean variables. In addition, we propose some querying strategies to accelerate the calculation of the grounded, stable and complete extensions. Finally, we describe an experimental study on the performance of our encodings according to different semantics and querying strategies.

Publication
IEICE TRANSACTIONS on Information Vol.E100-D No.4 pp.838-848
Publication Date
2017/04/01
Publicized
2017/01/18
Online ISSN
1745-1361
DOI
10.1587/transinf.2016EDP7313
Type of Manuscript
PAPER
Category
Artificial Intelligence, Data Mining

Authors

Fuan PU
  Beijing
Guiming LUO
  Beijing
Zhou JIANG
  Beijing

Keyword