Fibonacci Lacunary Statistical Convergence In Intuitionistic Fuzzy Normed Linear Spaces

Ö. Kişi, Ibrahim Tuzcuoğlu
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引用次数: 6

Abstract

We investigate the concept of Fibonacci lacunary statistical convergence in intuitionistic fuzzy normed linear spaces. We also introduce here a new concept, that is, Fibonacci lacunary statistical completeness and show that every intuitionistic fuzzy normed linear space is Fibonacci lacunary statistically complete.
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直觉模糊赋范线性空间中的Fibonacci统计收敛性
研究了直觉模糊赋范线性空间中Fibonacci统计收敛的概念。同时引入斐波那契空白统计完备性的概念,证明了每一个直觉模糊赋范线性空间都是斐波那契空白统计完备性。
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Fibonacci Lacunary Statistical Convergence In Intuitionistic Fuzzy Normed Linear Spaces INTEGER LINEAR PROGRAMMING PROBLEM IN MESSEBO CEMENT FACTORY On supra R-open sets and some applications on topological spaces Maximum Principle and Existence of Weak Solutions for Nonlinear System Involving Singular (p,q)-Laplacian Operators A Direct Transformation of a Matrix Spectrum
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