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Title: Fuzzy functions in fuzzy logic with fuzzy equality (English)
Author: Novák, Vilém
Language: English
Journal: Acta Mathematica et Informatica Universitatis Ostraviensis
ISSN: 1211-4774
Volume: 9
Issue: 1
Year: 2001
Pages: 59-66
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Category: math
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MSC: 03B52
idZBL: Zbl 1027.03024
idMR: MR1879642
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Date available: 2009-01-30T09:08:55Z
Last updated: 2013-10-22
Stable URL: http://hdl.handle.net/10338.dmlcz/120571
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Reference: [1] Hájek P.: Metamathematics of fuzzy logic.Kluwer, Dordrecht 1998. MR 1900263
Reference: [2] Klawonn F.: Fuzzy Points, Fuzzy Relations and Fuzzy Functions.In: Novák, V. and I. Perfilieva (eds): Discovering the World with Fuzzy Logic. Springer, Heidelberg 2000, 431-453. Zbl 1010.03045, MR 1858110
Reference: [3] Klawonn F., R. Kruse: Equality Relations as a Basis for Fuzzy Control.Fuzzy Sets and Systems 54 (1993), 147-156. Zbl 0785.93059, MR 1215115
Reference: [4] Novák V.: On functions in fuzzy logic with evaluated syntax.Neural Network World, 10 (2000), 869-875.
Reference: [5] Novák V.: On fuzzy equality and approximation in fuzzy logic.Submitted to Soft Computing.
Reference: [6] Novák V., Perfilieva I., J. Močkoř: Mathematical Principles of Fuzzy Logic.Kluwer, Boston 1999. MR 1733839
Reference: [7] Perfilieva I.: Normal Forms for Fuzzy Logic Relations and the Best Approximation Property.Proc. Joint. Conf. EUSFLAT-ESTYLF'99, Palma de Mallorca 1999, 39-42.
Reference: [8] Perfilieva I.: Normal Forms for Fuzzy Logic Functions and Their Approximation Ability.Fuzzy Sets and Systems 124 (2001), 371-384. Zbl 0994.03019, MR 1860857
Reference: [9] Perfilieva I.: Fuzzy Relations, Functions, and Their Representation by Formulas.Neural Network World, 10 (2000), 877-890.
Reference: [10] Shoenfield J. R.: Mathematical Logic.New York: Addison-Wesley 1967. Zbl 0155.01102, MR 0225631
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