A fixed point theorem for two pairs of mappings without the notion of limit of sequence in G-metric spaces
This paper is introducing a new type of common range porperty for two pairs of self mappings A,S and B,T of a G-metric space without the notion of limit of sequence in G-metric spaces. As application,new results for mapping satisfying a Berinde type contraction and for Ø-type contraction are obtained.
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