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A model of sets with incomplete information

  1. Title statementA model of sets with incomplete information [rukopis] / Jan Laštovička
    Additional Variant TitlesFormální konceptuální analýza nad neúplnými daty
    Personal name Laštovička, Jan (dissertant)
    Translated titleFormal Concept Analysis of Incomplete Data
    Issue data2018
    Phys.des.87 s
    NoteVed. práce Michal Krupka
    Another responsib. Krupka, Michal (thesis advisor)
    Another responsib. Univerzita Palackého. Katedra informatiky (degree grantor)
    Form, Genre disertace dissertations
    UDC (043.3)
    CountryČesko
    Languageangličtina
    Document kindPUBLIKAČNÍ ČINNOST
    TitlePh.D.
    Degree programDoktorský
    Degree programInformatika
    Degreee disciplineInformatika
    book

    book

    Kvalifikační práceDownloadedSizedatum zpřístupnění
    00178857-517402699.pdf58873 KB12.03.2018
    PosudekTyp posudku
    00178857-ved-436596180.pdfPosudek vedoucího
    00178857-opon-480646855.pdfPosudek oponenta
    Průběh obhajobydatum zadánídatum odevzdánídatum obhajobypřidělená hodnocenítyp hodnocení
    00178857-prubeh-441676370.pdf30.09.201212.03.201813.06.2018S2

    The presented mathematical model of sets with incomplete information is based on L-valued sets in universes endowed with symmetric and transitive L-valued relations R where L is a complete and atomic Boolean algebra. Values R(x, x) express incomplete information about the presence of elements in universes. In addition, incomplete information about the equality of elements and membership relations of sets is modeled. The work introduces a logic for structures with incomplete information and preliminary results on ordered sets and concept lattices with incomplete information.The presented mathematical model of sets with incomplete information is based on L-valued sets in universes endowed with symmetric and transitive L-valued relations R where L is a complete and atomic Boolean algebra. Values R(x, x) express incomplete information about the presence of elements in universes. In addition, incomplete information about the equality of elements and membership relations of sets is modeled. The work introduces a logic for structures with incomplete information and preliminary results on ordered sets and concept lattices with incomplete information.

Number of the records: 1  

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