2014
DOI: 10.1007/978-3-319-11915-1_12
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Abstraction Refinement for Ontology Materialization

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Cited by 17 publications
(18 citation statements)
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“…PB and PCB conversions transcribe the distribution of types and properties in the neighborhood of the instances of an RDF graph. In a sense, PB conversion is similar to the notion of individual type proposed by Glimm et al [3]; however, our conversion also re ects the data distribution. PCB conversion extends such description with a description of the actual interconnection between instances of di erent types.…”
Section: From Rdf To Transactionssupporting
confidence: 58%
See 1 more Smart Citation
“…PB and PCB conversions transcribe the distribution of types and properties in the neighborhood of the instances of an RDF graph. In a sense, PB conversion is similar to the notion of individual type proposed by Glimm et al [3]; however, our conversion also re ects the data distribution. PCB conversion extends such description with a description of the actual interconnection between instances of di erent types.…”
Section: From Rdf To Transactionssupporting
confidence: 58%
“…Finally, regarding our proposed conversions, we can nd other approaches proposing similar abstractions of RDF graphs for di erent purposes. Glim et al [3] propose an abstraction of ABoxes to characterize individuals close to our PB and PCB conversions. is abstraction describes the asserted types and relations of individual to create a summary used for fast inferences over low-level data.…”
Section: Related Workmentioning
confidence: 99%
“…We remark that, given an ABox, its abstraction is simply obtained by traversing its facts. It is further shown in [25] how the abstraction of the ABox of an input Horn-ALCHOI KB can be gradually refined, using reasoning steps, to obtain the abstraction of the ABox of the input KB saturation.…”
Section: Other Summarization Methodsmentioning
confidence: 99%
“…The abstraction of a KG is computed by identifying modules with similar structures and then representing each group of similar modules by just a single representative one. To characterize the structure of modules, we rely on the local type of individuals [9,11]. Intuitively, a local type of an individual represents a set of classes and the incoming and outgoing properties occurring in the corresponding module for that individual.…”
Section: Graph Abstractionmentioning
confidence: 99%