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One Sound and Complete <i>R</i>-Calculus with Pseudo-Subtheory Minimal Change Property

One Sound and Complete <i>R</i>-Calculus with Pseudo-Subtheory Minimal Change Property
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摘要 The AGM axiom system is for the belief revision (revision by a single belief), and the DP axiom system is for the iterated revision (revision by a finite sequence of beliefs). Li [1] gave an R-calculus for R-configurations Δ|Γ,?where?Δ?is a set of atomic formulas or the negations of atomic formulas, and?Γ?is a finite set of formulas. In propositional logic programs, one R-calculus N will be given in this paper, such that N is sound and complete with respect to operator s(Δ,t), where s(Δ,t)is a pseudo-theory minimal change of t by?Δ. The AGM axiom system is for the belief revision (revision by a single belief), and the DP axiom system is for the iterated revision (revision by a finite sequence of beliefs). Li [1] gave an R-calculus for R-configurations Δ|Γ,?where?Δ?is a set of atomic formulas or the negations of atomic formulas, and?Γ?is a finite set of formulas. In propositional logic programs, one R-calculus N will be given in this paper, such that N is sound and complete with respect to operator s(Δ,t), where s(Δ,t)is a pseudo-theory minimal change of t by?Δ.
出处 《Journal of Computer and Communications》 2013年第5期20-25,共6页 电脑和通信(英文)
关键词 Belief Revision R-Calculus SOUNDNESS and COMPLETENESS of a Calculus Pseudo-Subtheory Belief Revision R-Calculus Soundness and Completeness of a Calculus Pseudo-Subtheory
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