In this paper, we introduce a new class of control functions, namely extended FZ-simulation
functions, and employ it to define a new contractive condition. We also prove some new …

In this paper, we introduce two new concepts, generalized α-η-FZ-contraction and modified
α-η-FZ-contraction, which unify several types of contractions in the context of fuzzy metric …

In this work, we develop a new type of nonlinear fuzzy contraction, namely fuzzy Lλ-weak
contraction, based on fuzzy Lλ-simulation function and fuzzy Θf-contractive mappings. Then …

In this study, we introduce new concepts of α− FZ‐contraction and α− ψ− FZ‐contraction and
we discuss existence results of the best proximity points of such types of non‐self‐mappings …

In this study, we introduce two new types of fuzzy contraction principles, namely: fuzzy FZ-ϑf-
contraction and modified fuzzy FZ-ϑf-contraction mappings, and utilize the same to establish …

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 the present article, inspired by the work of Jleli et al.[J. Inequal. Appl. 2014, 38 (2014)] and
[J. Inequal. Appl. 2014, 439 (2014)] in metric spaces, we proposed a new class of contractive …

In this paper, we establish some point of φ-coincidence and common φ-fixed point results for
two self-mappings defined on a metric space via extended CG-simulation functions. By …

The aim of this article is to establish some fixed point results for fuzzy mappings and derive
some corresponding multivalued mappings results of literature. For this purpose, we define …

In this study, we introduce the concept of admissible α-η-F-simulation fuzzy contraction
mappings as an innovative extension within the realm of fuzzy contraction notions. The …