Showing 41 - 60 results of 306 for search '"description logic"', query time: 0.09s Refine Results
  1. 41

    Cheap Boolean Role Constructors for Description Logics. by Rudolph, S, Krötzsch, M, Hitzler, P

    Published 2008
    “…We investigate the possibility of incorporating Boolean role constructors on simple roles into some of today's most popular description logics, focussing on cases where those extensions do not increase complexity of reasoning. …”
    Journal article
  2. 42

    Optimized Reasoning in Description Logics Using Hypertableaux. by Motik, B, Shearer, R, Horrocks, I

    Published 2007
    “…We present a novel reasoning calculus for Description Logics (DLs)-knowledge representation formalisms with applications in areas such as the Semantic Web. …”
    Journal article
  3. 43

    Deciding expressive description logics in the framework of resolution. by Hustadt, U, Motik, B, Sattler, U

    Published 2008
    “…We present a decision procedure for the description logic SHIQ based on the basic superposition calculus, and show that it runs in exponential time for unary coding of numbers. …”
    Journal article
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    Conjunctive query answering for the description logic SHIQ by Glimm, B, Horrocks, I, Luts, C, Sattler, U

    Published 2008
    “…Conjunctive queries play an important role as an expressive query language for Description Logics (DLs). Although modern DLs usually provide for transitive roles, conjunctive query answering over DL knowledge bases is only poorly understood if transitive roles are admitted in the query. …”
    Journal article
  6. 46

    Dual box embeddings for the description logic EL++ by Jackermeier, M, Chen, J, Horrocks, I

    Published 2024
    “…OWL ontologies, whose formal semantics are rooted in Description Logic (DL), have been widely used for knowledge representation. …”
    Conference item
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    Tractable Extensions of the Description Logic EL with Numerical Datatypes by Magka, D, Kazakov, Y, Horrocks, I

    Published 2015
    “…We consider extensions of the lightweight description logic (DL) EL with numerical datatypes such as naturals, integers, rationals and reals equipped with relations such as equality and inequalities. …”
    Conference item
  10. 50

    Explanations for ontology-mediated query answering in description logics by Ceylan, II, Lukasiewicz, T, Malizia, E, Vaicenavičius, A

    Published 2020
    “…In this paper, we focus on description logic ontologies, and study the problem of explaining why an ontology-mediated query is entailed from a given data source. …”
    Conference item
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    Tractable Extensions of the Description Logic EL with Numerical Datatypes by Magka, D, Kazakov, Y, Horrocks, I

    Published 2010
    “…We consider extensions of the lightweight description logic (DL) EL with numerical datatypes such as naturals, integers, rationals and reals equipped with relations such as equality and inequalities. …”
    Conference item
  13. 53

    Optimized Description Logic Reasoning via Core Blocking. by Glimm, B, Horrocks, I, Motik, B

    Published 2010
    “…State of the art reasoners for expressive description logics, such as those that underpin the OWL ontology language, are typically based on highly optimized implementations of (hyper)tableau algorithms. …”
    Journal article
  14. 54

    Heuristic Ranking in Tightly Coupled Probabilistic Description Logics by Lukasiewicz, T, Martinez, V, Orsi, G, Simari, G

    Published 2012
    “…In particular, Web search companies are recently realizing that their products need to evolve towards having richer semantic search capabilities. Description logics (DLs) have been adopted as the formal underpinnings for Semantic Web languages used in describing ontologies. …”
    Conference item
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  18. 58

    Tractable Extensions of the Description Logic EL with Numerical Datatypes by Magka, D, Kazakov, Y, Horrocks, I

    Published 2010
    “…We consider extensions of the lightweight description logic (DL) EL with numerical datatypes such as naturals, integers, rationals and reals equipped with relations such as equality and inequalities. …”
    Conference item
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