Fixed point results via extended -simulation functions in fuzzy metric spaces
A Moussaoui, N Hussain, S Melliani, H Nasr… - Journal of Inequalities …, 2022 - Springer
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 …
functions, and employ it to define a new contractive condition. We also prove some new …
Fixed point results via G-transitive binary relation and fuzzy LR-contraction
In this study, we initiate the concept of fuzzy LR-contraction and establish some fixed point
results involving a G-transitive binary relation and fuzzy L-simulation functions, by employing …
results involving a G-transitive binary relation and fuzzy L-simulation functions, by employing …
Fixed Point Results for New Types of Fuzzy Contractions via Admissible Functions and ℱ𝒵-Simulation Functions
A Moussaoui, N Saleem, S Melliani, M Zhou - Axioms, 2022 - mdpi.com
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 …
α-η-FZ-contraction, which unify several types of contractions in the context of fuzzy metric …
A nonlinear fuzzy contraction principle via control functions
A Moussaoui, S Melliani, S Radenović - Filomat, 2024 - doiserbia.nb.rs
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 …
contraction, based on fuzzy Lλ-simulation function and fuzzy Θf-contractive mappings. Then …
Fixed point theorems involving FZ-ϑf-contractions in GV-fuzzy metrics
A Moussaoui, S Radenović, S Melliani - Filomat, 2024 - doiserbia.nb.rs
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 …
contraction and modified fuzzy FZ-ϑf-contraction mappings, and utilize the same to establish …
A New Approach to Fuzzy Differential Equations Using Weakly‐Compatible Self‐Mappings in Fuzzy Metric Spaces
The key objective of this research article includes the study of some rational type
coincidence point and deriving common fixed point (CFP) results for rational type weakly …
coincidence point and deriving common fixed point (CFP) results for rational type weakly …
On completeness and compactness in fuzzy metric spaces
G Baydar, M Telci - The Journal of Analysis, 2023 - Springer
In this paper we introduce the concepts of weak-completeness and sequentially p-
compactness in fuzzy metric spaces in relation to the works given by Miheţ (Fuzzy Sets Syst …
compactness in fuzzy metric spaces in relation to the works given by Miheţ (Fuzzy Sets Syst …
FIXED POINT RESULTS FOR TR-WEAK FUZZY CONTRACTION VIA BINARY RELATION.
A Moussaoui, S Melliani - Palestine Journal of Mathematics, 2024 - search.ebscohost.com
In this study, we inaugurate a relation-theoretic methodology to explore the outcomes of
fuzzy metrical fixed points. We introduce the concept of TR-weak fuzzy contraction and …
fuzzy metrical fixed points. We introduce the concept of TR-weak fuzzy contraction and …
Proving Fixed-Point Theorems Employing Fuzzy (σ,𝒵)-Contractive-Type Mappings
In this article, the concept of fuzzy (σ, Z)-contractive mappings is introduced in the setting of
fuzzy metric spaces. Thereafter, we utilize our newly introduced concept to prove some …
fuzzy metric spaces. Thereafter, we utilize our newly introduced concept to prove some …
Fixed point result in controlled fuzzy metric spaces with application to dynamic market equilibrium
In this paper, we introduce $\Theta_f $-type controlled fuzzy metric spaces and establish
some fixed point results in this spaces. We provide suitable examples to validate our result …
some fixed point results in this spaces. We provide suitable examples to validate our result …