In this article, we establish the concept of intuitionistic fuzzy double-controlled metric-like spaces by “assuming that the self-distance may not be zero”; if the value of the metric is zero, then it has to be “a self-distance”. We derive numerous fixed-point results for contraction mappings. In addition, we provide several non-trivial examples with their graphical views and an application of integral equations to show the validity of the proposed results.
Graphical Views of Intuitionistic Fuzzy Double-Controlled Metric-Like Spaces and Certain Fixed-Point Results with Application / DI MARTINO, Ferdinando; Sessa, Salvatore; Ishtiaq, Umar; Saleem, Naeem; Uddin, Fahim; Ahmad, Khaleel. - In: SYMMETRY. - ISSN 2073-8994. - 14:11(2022), p. 2364. [10.3390/sym14112364]
Graphical Views of Intuitionistic Fuzzy Double-Controlled Metric-Like Spaces and Certain Fixed-Point Results with Application
ferdinando di martino;salvatore sessa;
2022
Abstract
In this article, we establish the concept of intuitionistic fuzzy double-controlled metric-like spaces by “assuming that the self-distance may not be zero”; if the value of the metric is zero, then it has to be “a self-distance”. We derive numerous fixed-point results for contraction mappings. In addition, we provide several non-trivial examples with their graphical views and an application of integral equations to show the validity of the proposed results.| File | Dimensione | Formato | |
|---|---|---|---|
|
symmetry-14-02364.pdf
accesso aperto
Licenza:
Dominio pubblico
Dimensione
858.57 kB
Formato
Adobe PDF
|
858.57 kB | Adobe PDF | Visualizza/Apri |
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
