2010
DOI: 10.1561/1800000010
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The Foundations for Provenance on the Web

Abstract: Provenance, i.e., the origin or source of something, is becoming an important concern, since it offers the means to verify data products, to infer their quality, to analyse the processes that led to them, and to decide whether they can be trusted. For instance, provenance enables the reproducibility of scientific results; provenance is necessary to track attribution and credit in curated databases; and, it is essential for reasoners to make trust judgements about the information they use over the Semantic Web.… Show more

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Cited by 168 publications
(104 citation statements)
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“…For a comprehensive overview of the field, we refer the reader to Moreau [24]. Furthermore, Cheney et al [5] and Simmhan et al [30] provide specialized reviews for databases and e-science respectively.…”
Section: Capturing Provenancementioning
confidence: 99%
“…For a comprehensive overview of the field, we refer the reader to Moreau [24]. Furthermore, Cheney et al [5] and Simmhan et al [30] provide specialized reviews for databases and e-science respectively.…”
Section: Capturing Provenancementioning
confidence: 99%
“…For part (5), if the output contains t with an atomic annotation x, we cannot determine whether t is present in R or S. Similarly, for part (6), if the output does not contain a tuple extending t, we cannot tell whether this is because t is not in R or because there is no matching tuple in S, because the result does not contain any annotations generated by t. 1) R does not obfuscate R(t) for any R(t).…”
Section: Annotated Relationsmentioning
confidence: 99%
“…For part (5), suppose that R ∪ S discloses R(t). Then we know that h(r(t)) ∨ h(s(t)) = h(r (t)) ∨ h(s (t)) implies r(t) = r (t), for any r, s, r , s providing values for R, S. Restricting attention to the Boolean values of t in r, s, r , s , we can see there are sixteen possibilities.…”
Section: ) R ∪ S Discloses R(t) If and Only If H(r(t)) = 1 Andmentioning
confidence: 99%
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