We introduce the definition of non-Archimedean 2-fuzzy 2-normed spaces and the concept of isometry which is appropriate to represent the notion of area preserving mapping in the spaces above. And then we can get isome...We introduce the definition of non-Archimedean 2-fuzzy 2-normed spaces and the concept of isometry which is appropriate to represent the notion of area preserving mapping in the spaces above. And then we can get isometry when a mapping satisfies AOPP and (*) (in article) by applying the Benz’s theorem about the Aleksandrov problem in non-Archimedean 2-fuzzy 2-normed spaces.展开更多
With fabrics going to three applications:apparel, home textile and industrial textile,XU grows with his Glacier Fabrics Co... Shengze,because of its superior investment environment and well-operated distribution marke...With fabrics going to three applications:apparel, home textile and industrial textile,XU grows with his Glacier Fabrics Co... Shengze,because of its superior investment environment and well-operated distribution markets,attracts increasing provident merchant to come and settle gradually.Mr.Xu Bingzhong is one of them. And the following part is a general interview of Mr.Xu and his Glacier Fabrics.展开更多
文摘We introduce the definition of non-Archimedean 2-fuzzy 2-normed spaces and the concept of isometry which is appropriate to represent the notion of area preserving mapping in the spaces above. And then we can get isometry when a mapping satisfies AOPP and (*) (in article) by applying the Benz’s theorem about the Aleksandrov problem in non-Archimedean 2-fuzzy 2-normed spaces.
文摘With fabrics going to three applications:apparel, home textile and industrial textile,XU grows with his Glacier Fabrics Co... Shengze,because of its superior investment environment and well-operated distribution markets,attracts increasing provident merchant to come and settle gradually.Mr.Xu Bingzhong is one of them. And the following part is a general interview of Mr.Xu and his Glacier Fabrics.
