A new result on Branciari metric space using (α, γ)-contractive mappings Page 1 Open Access.
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In this paper, we introduce the notion of fuzzy R− ψ− contractive mappings and prove some
relevant results on the existence and uniqueness of fixed points for this type of mappings in …

In this paper, we define the notion of $(FH) _G $-contraction and utilize the same to obtain
fixed point results in the setting of metric spaces equipped with a graph. Our results …

The objective of this paper is to obtain new relation-theoretic coincidence and common fixed
point results for some mappings F and g via hybrid contractions and auxiliary functions in …

In this article, we introduce the concept of weak (Fm ℜ, η)-contractions on relation-theoretic
m-metric spaces and establish related fixed point theorems, where η is a control function …

In this manuscript, we provide a new and novel generalization of the concept of fuzzy
contractive mappings due to Gregori and Sapena [Fuzzy Sets and Systems 125 (2002) 245 …

In this article, we introduce the concept of weak F ℜ m, η-contractions on relation-theoretic m-
metric spaces and establish related fixed point theorems, where η is a control function and ℜ …

In this manuscript, we have established relation‐theoretic version of some common fixed
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Edge theoretic extended contractions are introduced and coincidence point theorems and
common fixed‐point theorems are proved for such contraction mappings in a metric space …

Motivated by the ideas of F‐weak contractions and F, R g‐contractions, the notion of F w, R g‐
contractions is introduced and studied in the present paper. The idea is to establish some …