A Common Fixed Point Theorem in Cone Rectangular Metric Space Under Expansive Type Condition

Objectives: In this paper, we have to establish a generalized common fixed point theorem in cone rectangular metric spaces. Methods: use the Banach contraction principle technique theorem. Findings: The paper presents unique for two weakly compatible self-maps satisfying expansive type mapping space without assuming normality condition of cone. Our result extends and supplements some well-known results Novelty: main novelty article is prove under conditions. As direct consequence, give an example illustrate our obtained result. Keywords: Normal Cone; Cone Rectangular Metric Space; Coincidence Point; Common Fixed Weakly Compatible; Expansive Type Mappings