1996
DOI: 10.1016/s0169-023x(96)00014-6
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A conceptual theory of part-whole relations and its applications

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Cited by 32 publications
(16 citation statements)
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“…Ontologists and other researchers have also shown the semantics of composites and components can be far more complex than the semantics we have considered in our previous examples (see [5,9,10,12]). Eventually we must be able to model faithfully the full range of semantics that can arise with composites and components.…”
Section: Straightforward Answersmentioning
confidence: 61%
“…Ontologists and other researchers have also shown the semantics of composites and components can be far more complex than the semantics we have considered in our previous examples (see [5,9,10,12]). Eventually we must be able to model faithfully the full range of semantics that can arise with composites and components.…”
Section: Straightforward Answersmentioning
confidence: 61%
“…It is recognized as one of the most comprehensive categorizations of partonomic relationships, and other work in similar spirit such as [13] analyze his categorization.…”
Section: Winston's Approach To Part-of Relationships-ontologizedmentioning
confidence: 99%
“…between entities), PLATO also enriches the schema by generalizing from the instance level assertions. To explain this step, let C and D be two classes about which we want to find out whether they should be related on the schema level by one of the partonomic relationships R. From the process just described, we obtain a set MR,C,D of instance level assertions of the form R(a, b), where a ∈ C and b ∈ D. 13 We now add schema level axioms according to the following rules: (1) If, for all a ∈ C, there is a b ∈ D with R(a, b) ∈ MR,C,D, then add the axiom C ∃R.D, which can be expressed in OWL/RDF serialization using the owl:someValuesFrom property restriction. (2) If, for all b ∈ D, there is a a ∈ C with R(a, b) ∈ MR,C,D, then add the axiom D ∃R − .C, were R − indicates the inverse (using owl:inverseOf ) property of R. While this approach seems to be rather crude compared to schema learning methods based on inductive paradigms, 14 it already achieves good results, as can be seen from our evaluation in Section 4.3.…”
Section: Hypothesis Testingmentioning
confidence: 99%
“…Composition relationship is a form of abstraction in the form of a relation between the whole and its parts. There are several influential works that consider composition in the context of design methods (Motschnig-Pitrik and Kaasbøll, 1999a;Kilov, 1999;Steimann et al, 2003;Gerstla and Pribbenow, 1996;Barbier et al, 2003). The diversity of the properties of composition that we can see in the above mentioned works can be explained by different backgrounds of authors aiming to define the primary properties of composition.…”
Section: Systems Theory Of Cbdmsmentioning
confidence: 99%