The Hausdorff Algebra Fuzzy Distance and its Basic Properties

Authors

  • Zainab A. Khudhair
  • Jehad R. Kider Fuzzy Functional Analysis

DOI:

https://doi.org/10.30684/etj.v39i7.2001

Abstract

In this article we recall the definition of algebra fuzzy metric space and its basic properties. In order to introduced the Hausdorff algebra fuzzy metric from fuzzy compact set to another fuzzy compact set we define the algebra fuzzy distance between two fuzzy compact sets after that basic properties of  the Hausdorff algebra fuzzy metric between two fuzzy compact sets are proved. Finally the main result in this paper is proved that is if (S, m, ) is a fuzzy complete algebra fuzzy metric space then (AFH(S), h,  ) is a fuzzy complete algebra fuzzy metric space.

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Published

2021-07-25

How to Cite

Zainab A. Khudhair, & Kider, J. R. (2021). The Hausdorff Algebra Fuzzy Distance and its Basic Properties. Engineering and Technology Journal, 39(7), 1185-1194. https://doi.org/10.30684/etj.v39i7.2001

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Section

Engineering and Science