2011
DOI: 10.1016/j.eswa.2010.09.169
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The centroid or consensus of a set of objects with qualitative attributes

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Cited by 5 publications
(10 citation statements)
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“…In ontology/taxonomy-based approaches, on the contrary, the search space can be potentially extended to all concepts modelled in the ontology (e.g., taxonomical subsumers of terms contained in the cluster) and, hence, the centroid can be synthetically constructed from a finer grained set of candidates. This advantage, however, is either slightly considered in related works [1], restricting the centroid to the LCS, or even not exploited at all [22,23], in cases in which the background taxonomy only incorporates terms found in the input dataset. To expand the search space and obtain fine-grained centroids, we propose relying on detailed ontologies like WordNet [19].…”
Section: Preliminariesmentioning
confidence: 93%
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“…In ontology/taxonomy-based approaches, on the contrary, the search space can be potentially extended to all concepts modelled in the ontology (e.g., taxonomical subsumers of terms contained in the cluster) and, hence, the centroid can be synthetically constructed from a finer grained set of candidates. This advantage, however, is either slightly considered in related works [1], restricting the centroid to the LCS, or even not exploited at all [22,23], in cases in which the background taxonomy only incorporates terms found in the input dataset. To expand the search space and obtain fine-grained centroids, we propose relying on detailed ontologies like WordNet [19].…”
Section: Preliminariesmentioning
confidence: 93%
“…In fact, an investigation of the structure of existing ontologies via the Swoogle ontology search engine [12] has shown that available ontologies very occasionally model non-taxonomic knowledge. By analysing taxonomic relationships we retrieve new concepts (i.e., taxonomical ancestors) that become centroid candidates for the values in V. Following a similar premise as in [1,22], we assume that taxonomical subsumers of a term (including itself) are valid representatives of the term. The set of candidates is given in the minimum subsumer hierarchy (H O (V)) that goes from the concepts corresponding to the values in V to the Least Common Subsummer (LCS) of all values.…”
Section: Constructing the Centroid For Univariate Datamentioning
confidence: 99%
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