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A terminological interpretation of (Abductive) Logic Programming  (Make Corrections)  
Marc Denecker



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Abstract: The logic program formalism is commonly viewed as a modal or default logic. In this paper, we propose an alternative interpretation of the formalism as a terminological logic. A terminological logic is designed to represent two different forms of knowledge. A TBox represents definitions for a set of concepts. An ABox represents the assertional knowledge of the expert. In our interpretation, a logic program is a TBox providing definitions for all predicates; this interpretation is present... (Update)

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0.9:   A declarative perspective on Abductive Logic Programming - Denecker   (Correct)
0.3:   SLDNFA: an abductive procedure for abductive logic programs - Denecker, De Schreye (1997)   (Correct)
0.2:   Representing Incomplete Knowledge in Abductive Logic.. - Denecker, De Schreye (1993)   (Correct)

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BibTeX entry:   (Update)

@misc{ denecker-terminological,
  author = "Marc Denecker",
  title = "A terminological interpretation of (Abductive) Logic Programming",
  url = "citeseer.ist.psu.edu/89464.html" }
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69   Temporal Reasoning in Logic Programming: A Case for the Situ.. - Pinto, Reiter - 1993
56   Temporal reasoning with abductive event calculus - Denecker, Missiaen et al. - 1992
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26   Generalised stable models: a semantics for abduction (context) - Kakas, Mancarella - 1990
26   Knowledge Representation and Reasoning in Incomplete Logic P.. (context) - Denecker - 1993
26   A terminological interpretation (context) - Denecker, De Schreye - 1994
25   On integrity constraints (context) - Reiter - 1988
25   Extended Logic Programs as Autoepistemic Theories - Lifschitz, Schwarz - 1993
19   Justification semantics: a unifying framework for the semant.. (context) - Denecker, De Schreye - 1993
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2   Representing Null Values in Logic Programming (context) - Traylor, Gelfond - 1993

Documents on the same site (http://www.cs.kuleuven.ac.be/~marcd/publications.html):   More
The Well-founded Semantics Is the Principle of Inductive Definition - Denecker (1998)   (Correct)
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A Strong Correspondence between Description Logics.. - Van Belleghem.. (1997)   (Correct)

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