On some best proximity point results via F-contraction on Quasi metric space

This thesis consists of four chapters. In the first chapter, we present the motivation of the thesis and some information related to fixed point and best proximity point theories are given. In the second chapter, we recall the definitions of metric and quasi metric space, and their properties. Also, we give some concepts, definitions and theorems about the fixed point theory. In the third chapter, we obtain some left and right best proximity point results via 𝛬-contraction for multivalued mappings on quasi metric spaces. In the fourth chapter, we conclusion and recommendation are given.