搜索结果: 1-9 共查到“理学 Normed Spaces”相关记录9条 . 查询时间(0.059 秒)
Angles and a Classification of Normed Spaces
generalized angle normed space Functional Analysis
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2012/7/9
We suggest a concept of generalized `angles' in arbitrary real normed vector spaces. We give for each real number a definition of an `angle' by means of the shape of the unit ball. They all yield the ...
On statistically convergent double sequences in intuitionistic fuzzy 2-normed spaces
Distribution function t-norm triangle function
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2010/9/26
Quite recently, the concept of intuitionistic fuzzy 2-normed spaces was introduced by Mursaleen and Lohani [6]. Also, Mursaleen and Mohiuddine [7] have studied the notion of statistical convergence of...
Compactly Epi-Lipschitzian Convex Sets and Functions in Normed Spaces
Convex Sets Compactly Epi-Lipschitzian Normed Spaces
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2009/1/15
We provide several characterizations of compact epi-Lipschitzness for closed convex sets in normed vector spaces. In particular, we show that a closed convex set is compactly epi-Lipschitzian if and o...
b-General orthogonality in 2-normed spaces
b-General orthogonality 2-smooth spaces b-Best approximation
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2010/9/10
In this paper, we investigate some properties of the b-General orthogonality in 2-normed spaces, and obtain some results on b-General orthogonality in 2-normed spaces similar to b-orthogonality of 2-n...
Hahn-Banach Theorem in Generalized 2-Normed Spaces
Generalized 2-norm bounded 2-linear operator Hahn-Banach theorem
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2008/11/25
In this paper we prove an extension Hahn-Banach theorem in the context of generalized
2-normed spaces.
Intuitionistic Fuzzy Euclidean Normed Spaces
Intuitionistic fuzzy Euclidean normed spaces compactness analysis topology
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2008/11/25
In this paper, intuitionistic fuzzy Euclidean normed spaces are considered and compactness
in these spaces is studied.
Correction to the paper "Bounded Linear Operator in Probabilistic Normed Spaces"
Probabilistic normed spaces Bounded linear operator Counterexample
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2008/7/2
We show that Theorem 2.4 of a recent paper by I.H. Jebril and R.I.M. Ali is incorrect.
Isometries on Linear $n$-Normed Spaces
Linear $n$-normed space $n$-isometry $n$-Lipschitz mapping
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2008/6/30
The aim of this article is to generalize the Aleksandrov problem to the case of linear n-normed spaces.
On the $B$-angle and $g$-angle in normed spaces
Smooth normed spaces quasi-inner product spaces oriented (non-oriented) $B-$angle between two vectors oriented (non-oriented) $g-$angle between two vectors
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2008/6/27
On the $B$-angle and $g$-angle in normed spaces.