Common Fixed Point Theorems In G-Metric Spaces for Weakly Mapping by Using Contraction Condition

In this paper, we studied common fixed point theorems in G-metric spaces. We establish several fixed point theorems for single and multi-valued mappings in G-metric spaces, including Banach, Kannan, Chatterjea type contractions. The main result is fixed point theorem in compact G- metric spaces for weakly mapping by using contraction condition. Our results provide a unified framework for studying the existence and uniqueness of fixed points in G-metric spaces, and have applications in various fields such as mathematics, physics, and engineering.