Özgür Ege, İsmet Karaca
Abstract
In this study, we introduce some notions such as coincidence point, compatible and occasionally weakly compatible maps in complex valued $G_b$-metric spaces. Then using these notions we prove some new common fixed point theorems in complex valued $G_b$-metric spaces.
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In this study, we introduce some notions such as coincidence point, compatible and occasionally weakly compatible maps in complex valued $G_b$-metric spaces. Then using these notions we prove some new common fixed point theorems in complex valued $G_b$-metric spaces.
Key concepts: Mathematics, Metric space, Coincidence point, Metric (unit), Pure mathematics, Product metric, Point (geometry), Coincidence