A New Best Proximity Point Results in Partial Metric Spaces Endowed with a Graph

For a given mapping f in the framework of different spaces, fixed-point equations form fx=x can model several problems areas, such as differential equations, optimization, and computer science. In this work, aim is to find best proximity point prove its uniqueness on partial metric spaces where symmetry condition preserved for types contractive non-self endowed with graph. Our theorems generalize results literature. addition, we will illustrate usability our outcomes some examples. The proposed be considered theoretical foundation applications real cases.