An inequality for distances between 2n points and the Aleksandrov-Rassias problem |
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| Authors: | Soon-Mo Jung Ki-Suk Lee |
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| Affiliation: | a Mathematics Section, College of Science & Technology, Hong-Ik University, 339-701 Chochiwon, Republic of Korea
b Department of Mathematics Education, Korea National University of Education, 363-791 Cheongwon, Republic of Korea |
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| Abstract: | In this paper, we introduce an inequality for distances between every two points among the given 2n points and apply this inequality to a partial solution of the Aleksandrov-Rassias problem, which was first posed by Th.M. Rassias. |
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| Keywords: | Inequality Parallelogram law Aleksandrov-Rassias problem Distance Point |
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