[PDF] Top 20 δ- Best Approximation in 2-Normed Almost Linear Space
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δ- Best Approximation in 2-Normed Almost Linear Space
... Where 𝐶 0 (𝐴) stands for the convex hull of A and 𝐴 stands for the closure of A. ■ Definition: 2.8. Let X be a 2-normed almost linear spaces and ф≠ G ⊂𝑉 𝑋 . We define R 𝑋 (G) ⊂X in the ... See full document
8
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 ... See full document
9
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 ... See full document
9
On Fuzzy Ward Continuity in an Intuitionistic 2-Fuzzy 2-Normed Linear Space
... in linear spaces. The concept of 2-normed space was developed by Gahler in the middle of 1960’s ...in 2-normed spaces, analogous with that in classical normed spaces and ... See full document
7
An introduction to 2 fuzzy n normed linear spaces and a new perspective to the Mazur Ulam problem
... a linear 2-normed ...a linear n-normed space, that is, the Mazur-Ulam theorem holds, when the n-isometry mapped to a linear n-normed space is ...in ... See full document
17
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 ... See full document
11
Fuzzy n normed linear space
... of 2-norm and n-norm on a linear space has been introduced and developed by G¨ahler in [9, ...n-normed space is an (n-1)-normed space. Best approximation ... See full document
15
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 ... See full document
9
On strictly convex and strictly 2 convex 2 normed spaces II
... Motivated by the concepts of bounded linear functionals, and duality mappings on normed linear spaces [2, 9], bounded linear 2-functionals on 2-normed spaces were introduced by White [15[r] ... See full document
7
Lacunary Δ statistical convergence in intuitionistic fuzzy n normed space
... the approximation theory []. -normed and n-normed linear spaces were initially intro- duced by Gähler [, ] and further studied by Kim and Cho [], Malceski [] and Gu- nawan and ... See full document
12
BEST COAPPROXIMATION IN L∞(µ, X)
... of best coapproximation in normed linear spaces was developed as a coun- terpart to the theory of best ...Banach space and G a bounded subset of ... See full document
6
2. Approximately $n$-multiplicative and approximately additive functions in normed algebras
... (ε, δ, n)-multiplicative maps between normed algebras and establish the superstability of (δ, n)-multiplicative func- tionals on normed ...(ε, δ, n)-multiplicative such that in the case ... See full document
8
On Multi Normed Linear Spaces
... Multiset (bag) is a well established notion both in mathematics and in computer science ([9], [10], [22]). In mathematics, a multiset is considered to be the generalization of a set. In classical set theory, a set is a ... See full document
9
Properties of Fuzzy Compact Linear Operators on Fuzzy Normed Spaces
... compact linear operator from a fuzzy normed space into another fuzzy normed space in order to investigate the basic properties of this type of ...compact linear operator to fuzzy ... See full document
7
Some Characterizations of Strictly Convex 2- Normed Spaces
... concept 2 normed space was introduced by ...strictly 2 convex 2 –normed ...convex 2-nornmed ...convex 2 normed ... See full document
8
A class of generalized best approximation problems in locally convex linear topological spaces
... In a locally convex linear topological space every element possesses at least one best approximation with respect to every closed, convex and finite dimensional set.. In a finite dimensi[r] ... See full document
10
On some spaces of almost lacunary convergent sequences derived by Riesz mean and weighted almost lacunary statistical convergence in a real n normed space
... of almost convergent sequences derived by Riesz mean and lacunary sequence in a real n-normed ...weighted almost lacunary statistical convergence in a real n-normed ...of almost ... See full document
11
Projections in a normed linear space and a generalization of the pseudo inverse
... The concept of a ''projection function" in a finite-dimensional real or comple::r norrned line.ar space H the function PM 1rhich carries every element int o the closest eleruen·t of a gi[r] ... See full document
36
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 ... See full document
14
Module structure of a Hilbert space
... complex linear -space X is called an inner product. The. inner -product of two vectors is not a vector.. 1.7 Normed Space[r] ... See full document
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