Hybrid fixed point results via generalized dynamic process for F-HRS type contractions with application

Abstract In this paper, we have developed some common fixed point theorems satisfying generalized F-contraction for multivalued maps in Dynamic programming in the context of b-metric-like spaces. We have also discussed an example to validate our results. Finally, as an application, we have evinced our work to prove the existence theorem for the system of functional equation and Voltera-type integral equations.