Common Fixed Point results for α-ψ-locally contractive type mappings in right complete dislocated quasi G-metric spaces

We have introduced the concepts of right complete dislocated quasi G_{d}-metric spaces, G-α-admissible mapping with respect to η and α-ψ contractive type condition for a pair of such maps and have established common fixed point results in a closed ball in right complete dislocated quasi G_{d}-metric spaces. An example is also given which illustrate the superiority of our results. In the process we have generalized several well known, recent and classical results from the literature.