Fuzzy bicompletable quasi-fuzzy distance space | Zendy

Jehad R. Kider | Zendy; Aisha J. Hassan | Zendy

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Fuzzy bicompletable quasi-fuzzy distance space

Author(s) -

Jehad R. Kider,

Aisha J. Hassan

Publication year - 2016

Publication title -

international journal of applied mathematical research

Language(s) - English

Resource type - Journals

ISSN - 2227-4324

DOI - 10.14419/ijamr.v5i2.5595

Subject(s) - mathematics , fuzzy logic , space (punctuation) , fuzzy subalgebra , fuzzy mathematics , fuzzy classification , fuzzy number , fuzzy set operations , fuzzy set , discrete mathematics , artificial intelligence , computer science , operating system

In this paper we introduce the definition of quasi-fuzzy distance space then we discuss several properties of this space after we give an example to illustrate this notion. Then we show that the existence of a quasi-fuzzy distance space which is not fuzzy bicompletable. Here we prove that every fuzzy bicompletable quasi-fuzzy distance space admits a unique [up to fuzzy isodistance] fuzzy a bicompletion.

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