Treffer: Common fixed points on partial fuzzy metric spaces.

For classical metrics, partial metrics are a generalization based on self-distance not being zero. In 1994, Matthews introduced this type of metric with the purpose of providing a mathematical context suitable for the denotational semantics of programming languages. Since then, many efforts have been focused on obtaining counterparts for metric fixed-point results in the broader context of partial metrics. Recently, some fuzzy partial metric variants have been introduced in the literature. Such concepts could serve as the foundation for a framework that could expand the existing fuzzy metric fixed point results to the partial metric context. The aim of this work is demonstrated some results of common fixed points in partial fuzzy metric space, as well-defined by Sedghi. [ABSTRACT FROM AUTHOR]