Common Fixed Point Theorem in Sequentially Complete Hausdorff Ordered Uniform Spaces

In this paper we obtain coincidence point and common fixed point theorem for contraction type mappings satisfying a contractive inequality using generalized altering distance function in ordered uniform spaces. In this paper I considering sequentially complete Hausdorff ordered Uniform space, four sequentially continuous mappings and their pairs are compatible and two mappings are increasing with respect to other two. Keywords: Ordered uniform space, Coincident point, Common fixed point, Compatible pair of mappings, Altering distance function, Generalized weakly C-contraction.

Author(s): Yogita R Sharma*

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