On completion of fuzzy quasi-metric spaces
A sequence \(\{x_n\}\) in a fuzzy quasi-metric space \((X,M)\) is called a Cauchy sequence if there exists a sequence \(\{y_m\}\) such that \(\lim_{m,n}M(y_m,x_n,t)=1\) for all \(t>0\). By means of the above notion, the authors introduce the completion of a fuzzy quasi-metric space, and investigate its properties.
scientific article; zbMATH DE number 5013561