2016
DOI: 10.14778/2876473.2876475
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Exploiting equality generating dependencies in checking chase termination

Abstract: The chase is a well-known algorithm with a wide range of applications in data exchange, data cleaning, data integration, query optimization, and ontological reasoning. Since the chase evaluation might not terminate and it is undecidable whether it terminates, the problem of defining (decidable) sufficient conditions ensuring termination has received a great deal of interest in recent years. In this regard, several termination criteria have been proposed. One of the main weaknesses of current approaches is the … Show more

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Cited by 11 publications
(5 citation statements)
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“…More general (and complex) criteria guaranteeing finiteness of a universal set of founded updates could be defined and we reserve such a topic for further future investigation. Criteria recently studied guaranteeing chase termination for TGDs (Greco et al (2015); Calautti et al (2016)) may be the inspiration for more general conditions for finiteness of universal set of founded updates.…”
Section: Definition 8 (Weakly Monotonic Eaics)mentioning
confidence: 99%
“…More general (and complex) criteria guaranteeing finiteness of a universal set of founded updates could be defined and we reserve such a topic for further future investigation. Criteria recently studied guaranteeing chase termination for TGDs (Greco et al (2015); Calautti et al (2016)) may be the inspiration for more general conditions for finiteness of universal set of founded updates.…”
Section: Definition 8 (Weakly Monotonic Eaics)mentioning
confidence: 99%
“…The class of weakly-acyclic sets of TGDs is a well-known formalism, introduced in the context of data exchange, that guarantees the termination of the semi-oblivious chase [17]. 9 Formally, a set Σ is weakly-acyclic if there is no cycle in dg( ) that contains a special edge. It would be extremely useful if, whenever we focus on linear TGDs, weak-acyclicity is also a necessary condition for the termination of the semioblivious chase.…”
Section: Critically-weakly-acyclic Linear Tgdsmentioning
confidence: 99%
“…Let us clarify that in this section, unlike Section 4, we consider arbitrary TGDs not in normal form. In the previous section, we assumed TGDs in normal form only for technical reasons 9. Let us clarify that[17] does not consider the semi-oblivious, but the restricted (a.k.a.…”
mentioning
confidence: 99%
“…To cope with this issue, several "termination criteria" have been proposed, that is, (decidable) sufficient conditions ensuring chase termination. Some recent works can be found in [49,50].…”
Section: Dealing With Incomplete and Inconsistent Datamentioning
confidence: 99%