Titlebook: Semisimpliziale algebraische Topologie; Klaus Lamotke Book 1968 Springer-Verlag Berlin Heidelberg 1968 Algebra.Algebraische Topologie.Bewe

Polydipsia

羊欄

to scalability is the exponentially growing size of the data structure representing potential INDs. Therefore, the focus of our solution is on heuristic techniques that reduce the number of IND candidates considered by the algorithm. Despite the use of heuristics, the accuracy of the results is goo

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Klaus Lamotkedressing data semantics issues. Special issues, focusing on a specific topic, are coordinated by guest editors once the proposal for a special issue is accepted by the Editorial Board. Finally, it is also possible that a journal issue be devoted to a single text.978-3-540-70663-2978-3-540-70664-9Series ISSN 0302-9743 Series E-ISSN 1611-3349

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Obliterate

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Klaus Lamotkeinformation (e.g., comments, labels) encoded in ontology entities. The . enables discovering mappings in a semantic way since it “interprets” the semantic meaning of concepts to be compared. The . relies on a “how it fits” strategy, inspired by the contextual theory of meaning, and by taking into ac

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Klaus Lamotkeysed using an OLAP software. Algorithms and examples are provided for all these steps..In our tests, we have used an open source OLAP implementation and a database server. The performance of the system is found satisfactory when testing with a data source of 450 000 RDF statements. We also propose a

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Klaus Lamotke graph transformation rules, the choice and applicability of which are determined by the semantics of the data with respect to an attached domain ontology. Finally, we present our experimental findings that demonstrate the applicability of our approach.