On Study of Some Intuitionistic Fuzzy Operators for Intuitionistic Fuzzy Algebraic Structures | Zendy

Sinem Tarsuslu Yilmaz | Zendy; Gökhan Çuvalcıoğlu | Zendy

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On Study of Some Intuitionistic Fuzzy Operators for Intuitionistic Fuzzy Algebraic Structures

Author(s) -

Sinem Tarsuslu Yilmaz,

Gökhan Çuvalcıoğlu

Publication year - 2016

Publication title -

journal of fuzzy set valued analysis

Language(s) - English

Resource type - Journals

ISSN - 2193-4169

DOI - 10.5899/2016/jfsva-00349

Subject(s) - mathematics , algebra over a field , fuzzy logic , algebraic number , fuzzy subalgebra , pure mathematics , discrete mathematics , fuzzy classification , fuzzy set , artificial intelligence , computer science , mathematical analysis

In 1965, Fuzzy Set Theory was defined by Zadeh as an extension of crisp sets [10]. K.T. Atanassov generalized fuzzy sets in to Intuitionistic Fuzzy Sets in 1983 [1]. Intuitionistic Fuzzy Modal Operator was firstly defined in and the other operators were defined by several autors [2, 3, 5]. Some properties of them have studied until now. Intuitionistic fuzzy algebraic stuctures were studied by many authors [4, 6, 7, 9]. In this study, we examined some intuitionistic fuzzy operators for intuitionistic fuzzy algebraic structures

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