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fuzzy norm

FUZZY NUMERICAL RANGE HILBERT OPERATORS WITH APPLICATIONS IN BEST APPROXIMATION

FUZZY NUMERICAL RANGE HILBERT OPERATORS WITH APPLICATIONS IN BEST APPROXIMATION

... of fuzzy bounded linear operators over fuzzy normed linear spaces and defined fuzzy norm for such an ...of fuzzy inner product and a new norm of on operator introduced by ...the ...

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18. Closability of farthest point maps in fuzzy normed spaces

18. Closability of farthest point maps in fuzzy normed spaces

... a fuzzy norm on a linear space was initiated by Katsaras [8] in ...a fuzzy norm from different points of ...a fuzzy norm on a linear space in such a manner that its corresponding ...

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Cubic-quartic functional equations in fuzzy normed spaces

Cubic-quartic functional equations in fuzzy normed spaces

... a fuzzy norm on a linear space and at the same year Wu and Fang [35] also introduced a notion of fuzzy normed ...studied fuzzy inner product ...defined fuzzy metrics and norms on a ...

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Fuzzy n normed linear space

Fuzzy n normed linear space

... of fuzzy n-normed linear space as a generalization of n-normed space by Gunawan and Mashadi ...the fuzzy norm on a linear ...the fuzzy n-norm on a linear ...

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Stability results in ℒ fuzzy normed spaces for a cubic functional equation

Stability results in ℒ fuzzy normed spaces for a cubic functional equation

... of fuzzy sets was introduced by Zadeh [] in ...obtain fuzzy analogues of classical ...of fuzzy topology [–]. One of problems in L-fuzzy topology is to obtain an appropriate concept of ...

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Some properties of Invertible Elements in Fuzzy Banach algebras

Some properties of Invertible Elements in Fuzzy Banach algebras

... of fuzzy set theory was first introduced by Zadeh[15] in 1965 and thereafter, the concept of fuzzy set theory applied on dif- ferent branches of pure and applied mathematics in different ways by several ...

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Vol 7, No 10 (2016)

Vol 7, No 10 (2016)

... Archimedean Fuzzy norm and also obtained some results regarding stability of Cauchy and Jensen Functional equation in the context of non-archimedean Fuzzy norm space using the approach of ...

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Properties of Fuzzy Length on Fuzzy Set

Properties of Fuzzy Length on Fuzzy Set

... of fuzzy sets. Many authors have introduced the notion of fuzzy norm in different ways ...defined fuzzy norm on a linear space whose associated fuzzy metric is of Kramosil and ...

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Vol 7, No 1 (2016)

Vol 7, No 1 (2016)

... of fuzzy set was introduced by Zadeh [11] in 1965 and thereafter several authors applied it different branches of pure and applied ...of fuzzy norm was introduced by Katsaras [9] in ...of ...

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Vol 8, No 10 (2017)

Vol 8, No 10 (2017)

... of fuzzy set was introduced by ...of fuzzy norm over a linear ...of fuzzy n-normed linear ...intuitionistic fuzzy metric ...intuitionistic fuzzy normed space. The definition of ...

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Fuzzy n-continuous and n-bounded linear operators

Fuzzy n-continuous and n-bounded linear operators

... of fuzzy norm. In 1992, Felbin [5] introduced an idea of fuzzy norm on a linear space by assigning a fuzzy real number to each element of the linear space, so that corresponding metric ...

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The Stability Of Pexider Type Functional Equation In Intuitionistic Fuzzy Banach Spaces via Fixed Point Technique

The Stability Of Pexider Type Functional Equation In Intuitionistic Fuzzy Banach Spaces via Fixed Point Technique

... In 1996, Isac and Rassias [6] were the first to provide fixed point the- orem for establishing stability of functional equations. In 2003, Radu [22] proposed the fixed point alternative method for obtaining the ex- ...

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Vol 3, No 1 (2012)

Vol 3, No 1 (2012)

... Intuitionistic fuzzy sets, defined the notion of intuitionistic fuzzy metric space with the help of continuous t-norm and continuous t-conorms as a generalization of fuzzy metric space due to ...

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Ranking efficient DMUs using the Tchebycheff norm with fuzzy data in DEA

Ranking efficient DMUs using the Tchebycheff norm with fuzzy data in DEA

... ) is a point in 𝑇̃′ 𝐶 . Note that model (23) is written based on domination between 𝑃̃ and 𝑃̂ . The objective function of the model (23) is nonlinear. Following, after manipulation, model (23) is converted in a linear ...

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Common fixed point theorems in intuitionistic fuzzy metric spaces

Common fixed point theorems in intuitionistic fuzzy metric spaces

... intuitionistic fuzzy sets as a noted generalization of fuzzy sets which has inspired intense research progress around this new notion of intuitionistic fuzzy ...intuitionistic fuzzy sets, ...

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Intuitionistic fuzzy I convergent Fibonacci difference sequence spaces

Intuitionistic fuzzy I convergent Fibonacci difference sequence spaces

... using Fibonacci difference matrix F. We studied certain elementary properties and topo- ˆ logical properties like linearity, first countability, hausdorfness. These results will give new approach to deal with the problems ...

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Vol 2, No 3 (2011)

Vol 2, No 3 (2011)

... a fuzzy metric space satisfying certain contractive conditions has been at the center of vigorous research ...of fuzzy sets was introduced by Zadeh [36]. With the concept of fuzzy sets, the ...

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T fuzzy ideals in BCI algebras

T fuzzy ideals in BCI algebras

... Proof. Suppose that µ is a T -fuzzy H-ideal of X. Since U(µ, 1) is nonempty, there exists x ∈ U ( µ ; 1). It follows from (TF1) that µ (0) ≥ µ ( x ) ≥ 1, that is, 0 ∈ U ( µ ; α ). Let x , y , z ∈ X be such that x ...

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Linear optimization on Hamacher-fuzzy relational inequalities

Linear optimization on Hamacher-fuzzy relational inequalities

... of fuzzy relations have been introduced and developed based on composite operations used in FRE, fuzzy relations used in the definition of the constraints, some developments on the objective function of the ...

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MUTANT FUZZY SETS

MUTANT FUZZY SETS

... Theorem 3.5. S and T be semigroups, f : S → T be an epimorphism. The inverse image under a epimorphism f of an (m, n)-mutant fuzzy set is an (m, n)-mutant fuzzy set. Proof. Let M be a (m, n)-mutant ...

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