Paraconsistent logic programming
Theoretical Computer Science
Stable and extension class theory for logic programs and default logics
Journal of Automated Reasoning
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In this paper, we introduce the annotated semantics for Reiter's default theory. We propose a syntactical translation from the Reiter's default theory into ALPSN(Annotated Logic Program with Strong Negation), and show that the translation preserves their provability and satisfiability, that is to say, if a formula in the default theory is provable then the translated a-clause is also provable in the corresponding ALPSN. We clarify this relation by showing that there is a one-to-one correspondence between the default extension classes of the original default theory and the stable classes of the translated ALPSN.