δ- orthogonalisation in 2- normed almost linear space.
δ- Best Approximation in 2-Normed Almost Linear Space
... like linear 2-normed space.The notion of an almost linear space (als) was introduced by ...of 2-semi inner products and normalized duality mapping associated with a ...
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On Fuzzy Ward Continuity in an Intuitionistic 2-Fuzzy 2-Normed Linear Space
... Abstract. In this paper not only the fuzzy ward continuity but also some other kinds of continuities are investigated in intuitionistic 2-fuzzy 2-normed linear space. It turns out that ...
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Fuzzy boundedness and contractiveness on intuitionistic 2-fuzzy 2-normed linear space
... of 2-norm on a linear space has been introduced and developed by Gahler ...fuzzy linear space in a different way. The notion of 2-fuzzy 2-normed linear ...
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Vol 7, No 2 (2016)
... fuzzy 2-bounded linear operator on a fuzzy 2-normed linear space to another fuzzy 2-normed linear space and two types of (strong and weak) fuzzy ...
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Uniform Boundedness Principle on 2-Fuzzy Normed Linear Spaces
... of 2-norm on a linear space has been introduced and developed by Gahler in ...fuzzy linear space in a different way. Bag and Samanta [2] defined fuzzy bounded linear ...
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Vol 2, No 10 (2011)
... a linear space depending on the idea of fuzzy anti- norm was introduced by Bag and Samanta [3] and investigated their important ...anti-2-normed linear space and fuzzy anti- ...
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An introduction to 2 fuzzy n normed linear spaces and a new perspective to the Mazur Ulam problem
... of 2-fuzzy 2- normed linear space or fuzzy 2-normed linear space of the set of all fuzzy sets of a ...a linear space corresponding to the ...
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Fuzzy n normed linear space
... • , • is called a 2-norm on X and the pair (X, • , • ) is called a linear 2-normed space. Definition 2.2 [11]. Let n ∈ N (natural numbers) and let X be a real vector space of di- ...
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Mazur Ulam theorem under weaker conditions in the framework of 2 fuzzy 2 normed linear spaces
... every 2-isometry without any other conditions from a fuzzy 2-normed linear space to another fuzzy 2-normed linear space is affine, and to give a new result of ...
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Vol 3, No 9 (2012)
... of 2-norm on a linear space has been introduced and developed by Gahler in ...fuzzy linear space in a different way. The notion of 2-fuzzy 2- normed linear ...
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On 2 - normed space valued paranormed null sequence space
... of 2–normed space was initially introduced by ...interesting linear generalization of a normed linear space, which was further studied by ...
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Product-Normed Linear Spaces
... with a unique fixed point. In [10], he narrowed the quasi-normed linear space to quasi-2- normed linear space Q-2-NLS. Addition properties of the Q-2-NLS ...
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Lacunary Δ statistical convergence in intuitionistic fuzzy n normed space
... a linear space over a field F, ∗ is a continuous t-norm, ◦ is a continuous t-conorm, μ, υ are fuzzy sets on X n × (, ∞), μ denotes the degree of membership and υ denotes the degree of non- membership of (x ...
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Banach Limits Revisited
... unit normed real linear space. Order unit normed linear spaces are a special type of regularly ordered normed linear spaces and therefore the first section is a short ...
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Properties of Fuzzy Compact Linear Operators on Fuzzy Normed Spaces
... fuzzy normed spaces were studied by Saadati and Vaezpour in 2005 ...bounded linear operators on a fuzzy normed space were investigated by Bag and Samanta in 2005 ...fuzzy normed ...
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FIXED POINT RESULTS IN NORMED LINEAR SPACE
... [2] Pathak H.K., Cho Y.J., Kang S.M. and Madharia B., compatible mapping of type (C) and Common fixed point theorem of Gregus type, demonstr. Math., 31 (3) 1998, 499-517. [3] Pathak H. K. and Khan M.S., compatible ...
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Some fixed point results in fuzzy cone normed linear space
... The concept of fuzzy norm was first introduced by Katsaras [1] in the year 1984. After that, in 1992, Felbin [2] defined a fuzzy norm on a linear space with an associated metric of the Kaleva and ...
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2. Approximately $n$-multiplicative and approximately additive functions in normed algebras
... Hausdorff space X ...(δ, δ, n)- multiplicative such that 0 < δ < 1 and in the case where n is odd, we have 1 ∈ φ(A) and also, if ψ : A → R satisfies |φ(x) − ψ(x)| ≤ εkxk for all x ∈ A ...
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Vol 3, No 1 (2012)
... a linear space. For a systematic development of n-normed linear space one may refer to [5, 6, 8, ...n-normed linear space. A detailed theory of fuzzy normed ...
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“Some Results on the Dual Space of Normed Almost Linear Space”
... all almost linear functional defined on an almost linear space X is denoted by X # ...an almost linear space: A norm ||| ∙ ||| on an almost linear ...
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