2010
DOI: 10.2139/ssrn.3199507
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Class Expression Learning for Ontology Engineering

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Cited by 29 publications
(49 citation statements)
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“…The next section will focus on logical analysis of hypothesis generation. In this research, the main references to logic of induction, inductive reasoning and inductive concept learning paradigm are [12,13,23,14,15,16,17]. Also, [1] is the main reference to Descrip-tion Logics and Concept Languages.…”
Section: Human Concept Learningmentioning
confidence: 99%
“…The next section will focus on logical analysis of hypothesis generation. In this research, the main references to logic of induction, inductive reasoning and inductive concept learning paradigm are [12,13,23,14,15,16,17]. Also, [1] is the main reference to Descrip-tion Logics and Concept Languages.…”
Section: Human Concept Learningmentioning
confidence: 99%
“…While statistical approaches usually determine the semantics of textual data in terms of word distributions and co-occurrences, information extraction analyses the inherent semantics of language constructs. With the increasing availability of at least partially structured information on the Web, researchers have started to investigate the use of relational learning approaches to extract conceptual knowledge from partially structured and somewhat heterogeneous information [30,51]. Both, linguistic analysis and learning from data also plays a significant role in the creation of semantic mappings between models and data sets.…”
Section: Semantics From Datamentioning
confidence: 99%
“…However, most algorithms use refinement operators, which have been analysed in [13]. Based on this analysis, several learning algorithms for ALC have been developed in [14] and later extended to more expressive Description Logics and adapted to the ontology engineering use case in [15]. The latter algorithm, called CELOE (Class Expression Learning for Ontology Engineering), was mainly used in our experiments.…”
Section: Fuzzy Learning Algorithm Componentmentioning
confidence: 99%
“…The closer this degree is to 1, the more 'similar' to a perfect locomotive, carriage, triangle or square, respectively. f uzzyShortCar(x) = lef tShoulder (10,15) <rdfs:Datatype rdf:about="fuzzyShortCar"> <fuzzyOwl2 fuzzyType="datatype"> <Datatype type="leftshoulder" a="10" b="15" /> </fuzzyOwl2> </rdfs:Datatype> ShortCar ≡ Car (∃hasCarLength.f uzzyShortCar) <owl:Class rdf:about="ShortCar"> <rdfs:subClassOf rdf:resource="Car"/> <owl:equivalentClass> <owl:Restriction> <owl:onProperty rdf:resource="hasCarLength"/> <owl:someValuesFrom rdf:resource="fuzzyShortCar"/> </owl:Restriction> </owl:equivalentClass> </owl:Class> 3) Fuzzy role assertion: Relations between individuals can also have a truth degree value. This is the case for the load in carriages.…”
Section: A Semantic Fuzzy Trains Problem Designmentioning
confidence: 99%