On the triangle inequality in quasi 2-normed spaces and a new characterization of 2-inner product spaces

Journal Title: Scientific Journal of Pure and Applied Sciences - Year 2014, Vol 3, Issue 6

Abstract

In this paper we establish a generalization of the triangle inequality in quasi 2-normed linear spaces. Moreover, we obtained a new characterization of 2-inner product spaces by comparing the 2-angular distance and 2-skew-angular distance with each other.

Authors and Affiliations

M. Abrishami-Moghaddam| Department of Mathematics, Birjand Branch, Islamic Azad University, Birjand, Iran.

Keywords

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  • EP ID EP367
  • DOI 10.14196/sjpas.v3i6.1456
  • Views 475
  • Downloads 19

How To Cite

M. Abrishami-Moghaddam (2014). On the triangle inequality in quasi 2-normed spaces and a new characterization of 2-inner product spaces. Scientific Journal of Pure and Applied Sciences, 3(6), 433-437. https://europub.co.uk/articles/-A-367