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Extensional Higher-Order Datalog  (Make Corrections)  
Vassilis Kountouriotis, Panos Rondogiannis, William W. Wadge



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Abstract: We define a higher-order extension of Datalog based on the Horn fragment of higher-order logic introduced in [Wad91]. Programs of Higher-Order Datalog can be understood declaratively as formulas in extensional higher-order logic, in which (for example) a unary predicate of unary predicates is a set of sets of data objects. The language retains all the basic principles of first-order logic programming. In particular, programs in this extended Datalog always have a minimum Herbrand model... (Update)

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0.2:   Extensionality of Simply Typed Logic Programs - Bezem (1999)   (Correct)
0.2:   Higher-Order Logic Programming - Nadathur, Miller (1986)   (Correct)
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BibTeX entry:   (Update)

@misc{ kountouriotis-extensional,
  author = "Vassilis Kountouriotis and Panos Rondogiannis and William W. Wadge",
  title = "Extensional Higher-Order Datalog",
  url = "citeseer.ist.psu.edu/745311.html" }
Citations (may not include all citations):
101   HILOG: A Foundation for HigherOrder Logic Programming - Chen, Kifer et al. - 1993
101   Higher-Order Logic Programming - Nadathur, Miller - 1998
5   Higher-Order Horn Logic Programming (context) - Wadge - 1991  DBLP
1   Extensionality of Simply Typed Logic Programs - Bezem - 1999

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An Infinite-Valued Semantics for Logic Programs with Negation - Rondogiannis, Wadge   (Correct)
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