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• W2443170876 abstract "Recently, n -tupled fixed point theorems have been intensively studied by some authors in the framework of partially ordered G -metric spaces. In the present paper, some n -tupled coincidence as well as n -tupled fixed point results for a pair of symmetric ( φ , ψ )-contractive mappings having mixed g -monotone property are established in the context of partially ordered complete G - metric spaces. Furthermore uniqueness of n -tupled common fixed points is presented. Our results improve the results of Karpinar et al. [8], Jain and Tas [7] and Mustafa [16]. In light of the comment given in Jain and Tas [7], our results also generalize the results of Choudhary and Maity [5], Nashine [18] and Mohiuddin et al. [15]. To substantiate the validity of our hypothesis, some examples are also presented herein." @default.
• W2443170876 created "2016-06-24" @default.
• W2443170876 creator A5056648614 @default.
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• W2443170876 date "2015-09-28" @default.
• W2443170876 modified "2023-09-23" @default.
• W2443170876 title "RESULTS ON N-TUPLED COINCIDENCE AND FIXED POINTS IN PARTIALLY ORDERED G-METRIC SPACES VIA SYMMETRIC (φ, ψ)-CONTRACTIONS" @default.
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