Abstraction of Interpolative Reich-Rus-Ćirić-Type Contractions and Simplest Proof Technique

The concept of symmetry is a very vast topic that involved in the studies several phenomena. This enables us to discuss phenomenon some systematic pattern depending upon type phenomenon. Each has its own symmetry. used discussion this article symmetric distance-measuring function. presents notions abstract interpolative Reich-Rus-Ćirić-type contractions with shrink map and examines existence ϕ-fixed points for such maps complete metric space. These are defined through special types simulation functions. proof technique results presented easy understand compared existing literature on contractions.