In this paper we introduce the definition of standard fuzzy quasimetric space then
we discuss several properties after we give an example to illustrate this notion. Then
we showed the existence of a standard fuzzy quasimetric space which is not
bicompletable. Here we prove that every bicompletable standard qussimetric space
admits a unique [ up to Fisometic ] bicompletion.
Keywords : Standard fuzzy metric space; standard fuzzy quasimetric space; bicompletable standard qussimetric space.
Web Site: http://cirworld.com/journals/index.php/jam/article/view/3413
