New Coincidence and Fixed Point Theorems via a New Simulation Function Technique in Metric Space.

In this paper, we present enough conditions for the existence and uniqueness of coincidence points based on simulation functions in metric spaces. We present which generalizes and unifies several classic fixed point theorems, including those in the articles [10] and [11]. We supplement the main results with sample examples and corollaries that illustrate the applicability as well as the effectiveness of the theoretical results.