In several recent papers, attempts have been made to apply Wardowski's method of $ F $-
contractions in order to obtain fixed point results for single and multivalued mappings in $ b …

[EN] In this paper, we prove a fixed point result for F-contraction principle in the framework of
rectangular M-metric space. An example is also adopted to exhibit the utility of our result …

Recently, a new type of mapping called (φ, F)− contraction was introduced in the literature
as a generalization of the concepts of contractive mappings. This present article extends the …

In the last few decades, a lot of generalizations of the Banach contraction principle have
been introduced. In this paper, we present the notion of (phi, F)-contraction in generalized …

The most recent performances in fixed point theory related to the fixed point, coincidence
point, and coupled coincidence point involving mappings in ordered metric spaces are the …

In the present manuscript, we enlarge the class of 𝐹-contraction in the framework of 𝐶∗-
algebra valued metric space. We present some results on fixed points with the help of 𝐶 …

This work establishes unique fixed point theorems (UFPT) for self mapping in complete S_b-
metric spaces (S_b-MS) with the concept of (α, φ, F)-contraction in the context of S_b-MS …

Recently, a new type of mapping called (ϕ, F)-contraction was introduced in the literature as
a generalization of the concepts of contractive mappings. This present article extends the …

This present article extends the new notion of mapping called (𝜙, MF)− contraction in the
frame work of C∗-algebra valued metric spaces and establishing the existence and …

Recently, a new type of mapping called F-contraction was introduced in the literature as a
generalization of the concepts of contractive mappings. This present article extends the new …