n-tupled Fixed Point Results with Rational Type Contraction in b-metric Spaces

Muhammad Sarwar, Saddam Hussain, Yongjin Li


In this manuscript, using rational type contractive conditions the existence and uniqueness of common $n$-tupled fixed point for a pair of mappings in complete $b$-metric spaces are studied. Using the derived results  some fixed theorems can be deduced in $b-$metric spaces.


Complete $b$-metric space, $n$-tupled fixed point, $n$-tupled coincidence point, rational type contractive mappings

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