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Extending Decidable Existential Rules by Joining Acyclicity and Guardedness.

Abstract:
Existential rules, i.e. Datalog extended with existential quantifiers in rule heads, are currently studied under a variety of names such as Datalog+/-, ∀∃-rules, and tuple-generating dependencies. The renewed interest in this formalism is fuelled by a wealth of recently discovered language fragments for which query answering is decidable. This paper extends and consolidates two of the main approaches in this field - acyclicity and guardedness - by providing (1) complexity-preserving generalisations of weakly acyclic and weakly (frontier-)guarded rules, and (2) a novel formalism of glut-(frontier-)guarded rules that subsumes both. This builds on an insight that acyclicity can be used to extend any existential rule language while retaining decidability. Besides decidability, combined query complexities are established in all cases.

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Publisher copy:
10.5591/978-1-57735-516-8/IJCAI11-166

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Role:
Editor


Publisher:
IJCAI/AAAI
Host title:
IJCAI
Pages:
963-968
Publication date:
2011-01-01
DOI:
ISSN:
1045-0823
ISBN:
9781577355168


Pubs id:
pubs:392938
UUID:
uuid:f466b81f-eaa1-47af-8863-e97df8469968
Local pid:
pubs:392938
Source identifiers:
392938
Deposit date:
2013-11-17
ARK identifier:

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