AbstractIn this paper the author has studied the Alexandrov problem of area preserving mappings in linear 2-normed spaces and has provided some remarks for the generalization of earlier results of H.Y. Chu, C.G. Park and W.G. Park.In addition the author has introduced the concept of linear (2,p)-normed spaces and for such spaces he has solved the Alexandrov problem
New upper and lower bounds for the p-angular distance in normed\ud linear spaces are given. Some of ...
For a compact metric space K; rÞ, the predual of LipK; rÞ can be identified with the normed space MK...
We say that a smooth normed space $X$ has a property (SL), if every mapping $f:X→X$ preserving the s...
AbstractWe introduce the concept of 2-isometry which is suitable to represent the notion of area pre...
Abstract. Let X and Y be normed linear spaces. A mapping T: X → Y is called preserving the distance ...
This paper generalizes T. M. Rassias' results in 1993 to n-normed spaces. If X and Y are two real n-...
In this paper, we consider 2-isometries, 2-continuous mappings and mappings preserving equality of 2...
Abstract. This paper generalizes the Aleksandrov problem and Mazur Ulam theorem to the case of n-nor...
AbstractLet X and Y be two real Hilbert spaces with the dimension of X greater than 1. Several cases...
AbstractLet X and Y be non-Archimedean normed spaces over a linear ordered non-Archimedean field K w...
AbstractIn this paper the author has studied the Alexandrov problem of area preserving mappings in l...
This is a survey paper on Alexandrov space with two-sided curvature bound. Representative works of l...
In [1] is introduced the notion of 2-norm, and in [2] is given an equivalent definition for 2-norm, ...
We study the Plateau Problem of finding an area minimizing disk bounding a given Jordan curve in a c...
Bu çalışma beş bölümden oluşmaktadır. İlk bölüm giriş kısmına ayrılmıştır. İkinci bölümde, çalış...
New upper and lower bounds for the p-angular distance in normed\ud linear spaces are given. Some of ...
For a compact metric space K; rÞ, the predual of LipK; rÞ can be identified with the normed space MK...
We say that a smooth normed space $X$ has a property (SL), if every mapping $f:X→X$ preserving the s...
AbstractWe introduce the concept of 2-isometry which is suitable to represent the notion of area pre...
Abstract. Let X and Y be normed linear spaces. A mapping T: X → Y is called preserving the distance ...
This paper generalizes T. M. Rassias' results in 1993 to n-normed spaces. If X and Y are two real n-...
In this paper, we consider 2-isometries, 2-continuous mappings and mappings preserving equality of 2...
Abstract. This paper generalizes the Aleksandrov problem and Mazur Ulam theorem to the case of n-nor...
AbstractLet X and Y be two real Hilbert spaces with the dimension of X greater than 1. Several cases...
AbstractLet X and Y be non-Archimedean normed spaces over a linear ordered non-Archimedean field K w...
AbstractIn this paper the author has studied the Alexandrov problem of area preserving mappings in l...
This is a survey paper on Alexandrov space with two-sided curvature bound. Representative works of l...
In [1] is introduced the notion of 2-norm, and in [2] is given an equivalent definition for 2-norm, ...
We study the Plateau Problem of finding an area minimizing disk bounding a given Jordan curve in a c...
Bu çalışma beş bölümden oluşmaktadır. İlk bölüm giriş kısmına ayrılmıştır. İkinci bölümde, çalış...
New upper and lower bounds for the p-angular distance in normed\ud linear spaces are given. Some of ...
For a compact metric space K; rÞ, the predual of LipK; rÞ can be identified with the normed space MK...
We say that a smooth normed space $X$ has a property (SL), if every mapping $f:X→X$ preserving the s...
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