Isometry on Linear n-G-quasi Normed Spaces
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DOI: 10.4153/cmb-2016-061-9
Abstract: Abstract This paper generalizes the Aleksandrov problem: the Mazur-Ulam theorem on $n-G$ -quasi normed spaces. It proves that a one- $n$ -distance preserving mapping is an $n$ -isometry if and only if it has the… read more here.
Keywords: linear quasi; isometry linear; quasi normed; normed spaces ... See more keywords