Common Fixed Points of f-Contraction Mapping With Generalized Altering Distance Function In Partially Ordered Metric Spaces

Abstract

The aim of this research project was to extend the result of Yongfu Su [26] and to obtain some new fixed point theorems for f-contraction mapping in a complete metric space endowed with a partial order by using generalized altering distance function. This study was mostly depended on Secondary source of data such as journals and books which are found in different libraries and internet service were used for the study. The researcher followed analytical and numerical design in this research work. The procedures employed for the analyses of this study were the standard iterative techniques and procedures used in Su [26]. We have stated some examples showing that our results are effective. This study was conducted in Jimma University under Mathematics Department from November 2014 to June 2015 G.C.