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- W956979158 abstract "By considering the connection of approximate isometry with isometry we study the following problem what subclass of (F)-normed spaces the metric structure completely determines the linear constructure and further, what form can be taken when we represent an approximate isomaetry as a perturbation of isometry. We introduce a subclass of so-called midpoint p-constracted (F)-normed spaces. For this subclass some new results are obtained and especially the known results of Mazur-Ulam and Gervitz-Gruber are extended." @default.
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- W956979158 date "1989-01-01" @default.
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- W956979158 title "APPROXIMATE ISOMETRIES ON (F)-NORMED SPACES" @default.
- W956979158 hasPublicationYear "1989" @default.
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