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Publikační činnost

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Typ záznamu:	prezentace (kongresy, sympózia, konference, workshopy)
Domácí pracoviště:	Ústav pro výzkum a aplikace fuzzy modelování (94410)
Název:	Graded generalized hexagon in fuzzy natural logic-extension
Citace	Murinová, P. a Novák, V. Graded generalized hexagon in fuzzy natural logic-extension. In: IPMU 2016. Eindhoven. 2016.

Podnázev
Rok vydání:	2016
Obor:	Obecná matematika
Místo konání:	Eindhoven
Stát konání akce:	Nizozemsko
Název akce:	IPMU 2016
Datum od:
Datum do:
Druh prezentace:	Přednáška
Instituce:

Klíčová slova anglicky:	Intermediate quantifiers; fuzzy natural logic; evaluative linguistic expressions; generalized Peterson square; Graded generalized hexagon
Popis v původním jazyce:	In our previous papers, we formally analyzed the generalized Aristotle's square of opposition using tools of fuzzy natural logic. Namely, we introduced general definitions of selected intermediate quantifiers, constructed a generalized square of opposition consisting of them and syntactically analyzed the emerged properties. The main goal of this paper is to extend the generalized square of opposition to graded generalized hexagon.
Popis v anglickém jazyce:	In our previous papers, we formally analyzed the generalized Aristotle's square of opposition using tools of fuzzy natural logic. Namely, we introduced general definitions of selected intermediate quantifiers, constructed a generalized square of opposition consisting of them and syntactically analyzed the emerged properties. The main goal of this paper is to extend the generalized square of opposition to graded generalized hexagon.

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