National Repository of Grey Literature 5 records found  Search took 0.01 seconds. 
Valverdovské reprezentace v plně fuzzifikovaném přístupu
Běhounek, Libor ; Bodenhofer, U. ; Cintula, Petr
This paper generalizes the well-known representations of fuzzy preorders and similarities according to Valverde to the graded framework of Fuzzy Class Theory (FCT). The results yield a generalized construction of fuzzy preorders and similarities from a fuzzy collection of fuzzy sets
Topologie založená na operátoru vnitřku v Teorii fuzzy tříd
Běhounek, Libor ; Kroupa, Tomáš
Fuzzy topology based on interior operators is studied in the fully graded framework of Fuzzy Class Theory. Its relation to graded notions of fuzzy topology given by open sets and neighborhoods is shown.
Fuzzy teorie tříd: některá pokročilá témata
Cintula, Petr ; Horčík, Rostislav
The goal of this paper is to push forward the development of the apparatus of the Fuzzy Class theory. We concentrate on three areas: strengthening the universal quantifier, formalizing the idea that `similar' fuzzy sets fulfill their properties to `similar' degrees, and embedding of classical crisp theories into Fuzzy Class theory.
Fuzzy Class Theory: A Primer v1.0
Běhounek, Libor ; Cintula, Petr
Fulltext: content.csg - Download fulltextPDF
Plný tet: v939-06 - Download fulltextPDF
Dva pojmy fuzzy svazového zúplnění
Běhounek, Libor
In the framework of Henkin-style-order fuzzy logic we define two notions of fuzzy lattice completion. Out attention is restricted to dense linear crisp orderings, which are important for the theory of fuzzy real numbers. We investigate the properties of both notions and compare them with some results from the literature.

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