ON THE ALEKSANDROV PROBLEM IN NON-ARCHIMEDEAN 2-NORMED SPACES
Abstract
This paper show that every generalized area n-preserving mapping between non-
Archimedean 2-normed spaces X and Y is a generalized 2-isometry under some conditions.
In addition, we also showed the Alksandrov problem in non-Archimedean n-normed spaces
under some conditions.
Archimedean 2-normed spaces X and Y is a generalized 2-isometry under some conditions.
In addition, we also showed the Alksandrov problem in non-Archimedean n-normed spaces
under some conditions.
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ISSN: 1229-1595 (Print), 2466-0973 (Online)
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