Unsupervised Knowledge Structuring: Application of Infinite Relational Models to the FCA Visualization

Fumiko Kano Glückstad, Tue Herlau, Mikkel N. Schmidt, Morten Mørup

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    Abstrakt

    This work presents a conceptual framework for learning an ontological structure of domain knowledge, which combines Jaccard similarity coefficient with the Infinite Relational Model (IRM) by (Kemp et al. 2006) and its extended model, i.e. the normal-Infinite Relational Model (n-IRM) by (Herlau et al. 2012). The proposed approach is applied to a dataset where legal concepts related to the Japanese educational system are defined by the Japanese authorities according to the International Standard Classification of Education (ISCED). Results indicate that the proposed approach effectively structures features for defining groups of concepts in several levels (i.e., concept, category, abstract category levels) from which an ontological structure is systematically visualized as a lattice graph based on the Formal Concept Analysis (FCA) by (Ganter and Wille 1997).
    OriginalsprogEngelsk
    TitelThe 9th International Conference on Signal Image Technology & Internet Based Systems. SITIS 2013
    RedaktørerKokou Yetongnon, Albert Dipanda , Richard Chbeir
    UdgivelsesstedLos Alamitos, CA
    ForlagIEEE
    Publikationsdato2013
    Sider233-240
    ISBN (Trykt)9781479932115
    StatusUdgivet - 2013
    BegivenhedThe 9th International Conference on Signal-Image Technology & Internet-Based Systems (SITIS 2013) - Terrsa Conference Center, Kyoto, Japan
    Varighed: 2 dec. 20135 dec. 2013
    Konferencens nummer: 9
    http://www.sitis-conf.org/

    Konference

    KonferenceThe 9th International Conference on Signal-Image Technology & Internet-Based Systems (SITIS 2013)
    Nummer9
    LokationTerrsa Conference Center
    Land/OmrådeJapan
    ByKyoto
    Periode02/12/201305/12/2013
    Internetadresse

    Emneord

    • Ontology learning
    • Knowledge structuring
    • Semantic representation
    • Unsupervised machine learning
    • Infinite Relational Model
    • Formal Concept Analysis

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