Abstract
AbstractThe aim of this paper is to foreground the role of “Common Limit Range property” to find out the presence of a common fixed point in generalized fuzzy metric spaces. Some illustrative example is outfitted, which show the legitimacy of the theories and level of utility of our outcomes. We determine a fixed point theorem for four limited families of self-mappings, which can be used to infer common fixed point theorems including any limited number of mappings. Our outcomes improve and expand a large group of recently realized outcomes incorporating the ones contained in Imdad et al.KeywordsCommon fixed point theoremGeneralized fuzzy metric spacesWeakly compatibleCLRST property
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