Results for 'Svetla Koeva'

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  1.  39
    С.Коева, Е. Ю. Иванова, Й. Тишева, А. Циммерлинг (ред.). Онтология на ситуациите за състояние – лингвистично моделиране. Съпоставително изследване за български и руски. Cофия: "Марин Дринов", 2022. [Svetla Koeva, Elena Yu. Ivanova, Yovka Tisheva, Anton Zimmerling (Eds.). Ontology of Stative Situations – Linguistic Modeling. A Contrastive Bulgarian-Russian Study. Sofia: Marin Drinov. 2022].Svetla Koeva, Elena Ivanova, Yovka Tisheva & Anton Zimmerling - 2022 - Sofia: Профессор "Марин Дринов" [Professor "Marin Drinov"].
    The collective monograph "Ontology of Stative Situations - Linguistic Modeling. A Contrastive Bulgarian-Russian Study" includes research carried out within the project of the same name "Ontology of stative situations – linguistic modeling. A contrastive Bulgarian-Russian study", supported by the "Scientific Research" Fund of the Ministry of Education and Science in Bulgaria (№ КП-06-РУСИЯ / 23) and from the Russian Fund for Fundamental Research (No. 20-512-18005).
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  2.  45
    Предикаты состояния и семантические типы предикатов [States, Events and Predicate Types].Anton Zimmerling - 2022 - In Svetla Koeva, Elena Ivanova, Yovka Tisheva & Anton Zimmerling (eds.), С.Коева, Е. Ю. Иванова, Й. Тишева, А. Циммерлинг (ред.). Онтология на ситуациите за състояние – лингвистично моделиране. Съпоставително изследване за български и руски. Cофия: "Марин Дринов", 2022. [Svetla Koeva, Elena Yu. Ivanova, Yovka Tisheva, Anton Zi. Sofia: Профессор "Марин Дринов" [Professor "Marin Drinov"]. pp. 31-52.
    I discuss the foundations of predicate ontologies based on two model notions – elementary states of affairs and eventualities, i.e. ordered pairs of initial and end states of affairs. Vendlerian classifications are oriented towards elementary states and tense logic, while Davidsonian classifications deal with eventualities and event logic. There are two kinds of atemporal predicates - fact and properties. Facts are propositional arguments of second-order predicates which add a special meaning that the embedded proposition was verified. Properties are atemporal first-order (...)
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