Coincidence Fixed-Point Theorems for p-Hybrid Contraction Mappings in G[sub.b]-Metric Space with Application

By combining the notions of G-metric space and b-metric space, in this paper, we present coincidence fixed-point theorems for p-hybrid mappings in G[sub.b]-metric spaces. An example is given to demonstrate the novelty of our main results. Henceforth, the illustrative applications are given by using nonlinear fractional differential equations.