Title : ( ISOMETRIES IN PROBABILISTIC 2-NORMED SPACES )
Authors: Freydoon Rahbarnia , YEOL JE CHO , R. SAADATI , GH. SADEGHI ,
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Abstract
The classical Mazur-Ulam theorem states that every surjective isometry between real normed spaces is affine. In this paper, we study 2-isometries in probabilistic 2-normed spaces.
Keywords
, ISOMETRY, MAZUR-ULAM THEOREM, 2-ISOMETRY, PROBABILISTIC 2-NORMED SPACES
@article{paperid:1017562,
author = {Rahbarnia, Freydoon and YEOL JE CHO and R. SAADATI and GH. SADEGHI},
title = {ISOMETRIES IN PROBABILISTIC 2-NORMED SPACES},
journal = {Journal of the Chungcheong Mathematical Society},
year = {2009},
volume = {22},
number = {4},
month = {December},
issn = {1226-3524},
pages = {623--633},
numpages = {10},
keywords = {ISOMETRY; MAZUR-ULAM THEOREM; 2-ISOMETRY;PROBABILISTIC 2-NORMED SPACES},
}
%0 Journal Article
%T ISOMETRIES IN PROBABILISTIC 2-NORMED SPACES
%A Rahbarnia, Freydoon
%A YEOL JE CHO
%A R. SAADATI
%A GH. SADEGHI
%J Journal of the Chungcheong Mathematical Society
%@ 1226-3524
%D 2009
